1-tutorial_CAT_recommendations.ipynb

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   "source": [
    "# CMS plotting recommendations and tools tutorial"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3a24beb3-2ce4-470a-91b1-ce4de0222710",
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   "source": [
    "A standard format style for CMS plots has been approved by the PubComm Steering Board. The primary goal is to display the CMS name in a visible way, so that it appears at first glance, and to present the integrated luminosity and center-of-mass energy is a simple, compact manner. The label \"Preliminary\" should be removed from the figures in the paper draft that goes to Collaboration Wide Review, so that the figures appear as intended for submission to a journal; it should be kept in the PAS version, as all results remain \"preliminary\" until the paper is submitted for publication. All figures showing data results should give the center-of-mass energy and the integrated luminosity corresponding to the results being presented.\n",
    "\n",
    "CMS pushes towards the adoption two alternative tools to produce plots: [`mplhep`](https://github.com/scikit-hep/mplhep) (HEP (CMS) extensions/styling on top of matplotlib, part of the scikit-hep ecosystem) and [`cmsstyle`](https://github.com/cms-cat/cmsstyle) (recently introduced pyROOT-based library). They both can be installed via pip."
   ]
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     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Collecting cmsstyle\n",
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      "Downloading cmsstyle-0.2.0-py3-none-any.whl (9.0 kB)\n",
      "Installing collected packages: cmsstyle\n",
      "Successfully installed cmsstyle-0.2.0\n"
     ]
    }
   ],
   "source": [
    "!pip install cmsstyle"
   ]
  },
  {
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   "source": [
    "!pip install mplhep"
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  {
   "cell_type": "markdown",
   "id": "0f803d43-95e0-41c3-adac-f08095b34553",
   "metadata": {},
   "source": [
    "In the following, the main CMS recommendations will be reviewed, along with the handles to implement them in both aforementioned tools. To do so, let's first do some useful imports for the examples below."
   ]
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     "text": [
      "Welcome to JupyROOT 6.30/04\n"
     ]
    }
   ],
   "source": [
    "# ROOT imports \n",
    "import os, ROOT\n",
    "import cmsstyle as CMS\n",
    "\n",
    "# python imports \n",
    "import matplotlib.pyplot as plt  # matplotlib library\n",
    "import mplhep as hep  # HEP (CMS) extensions/styling on top of mpl\n",
    "\n",
    "# For constructing examples\n",
    "import hist  # histogramming library\n",
    "import numpy as np \n",
    "import uproot"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "97853f46-ffbb-4dd0-9e40-7ce94acfe215",
   "metadata": {
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   "source": [
    "## CMS Label Position\n",
    "Effectively two positions are allowed - \"in-frame\" and \"out-of-frame\", unless particularly necessary otherwise.\n",
    "\n",
    "<img src=\"images/ex_labelin.png\" width=\"300\"/>\n",
    "<img src=\"images/ex_labelout.png\" width=\"300\"/>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "086f9c7a-5c37-4f5f-9421-d671dfb92c73",
   "metadata": {
    "tags": []
   },
   "source": [
    "### CMS label `cmsstyle` implementation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "485d39a6-9aaf-463d-ae40-e2a4537d9b53",
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    {
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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "### In-frame\n",
    "CMS.SetExtraText(\"Simulation Preliminary\")\n",
    "CMS.SetLumi(\"\")\n",
    "canv = CMS.cmsCanvas('', 0, 1, 0, 1, '', '', square = CMS.kSquare, extraSpace=0.01, iPos=11) #generally : iPos = 10*(alignement 1/2/3) + position (1/2/3 = l/c/r)\n",
    "canv.Draw()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "1f4fa915-82a7-4427-8475-23dbdeb6b76b",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "### Out-of-frame\n",
    "CMS.SetExtraText(\"Simulation Preliminary\")\n",
    "CMS.SetLumi(\"\")\n",
    "canv = CMS.cmsCanvas('', 0, 1, 0, 1, '', '', square = CMS.kSquare, extraSpace=0.01, iPos=0)\n",
    "canv.Draw()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "04efabcd-af12-4d5b-8297-0fbfa1af28de",
   "metadata": {},
   "source": [
    "### CMS label `mplhep` implementation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "b491024c-29ed-4677-999f-3d935eeccd5d",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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ZIbu0KJbgNWPGDK1atao4ulJWVpZ69eqlkydPSpKGDBmiffv26ezZs1q9erW6d+8uKfeCuUGDBhXLPgEAAPD3ULFiRQ0ePFiS8k1djkvfhx9+qKysLLVr105du3b1dzlOCh28UlNTzfn7n3zyyWIr6OOPPzan2xw2bJimTJmiq666SmXLllXbtm31n//8x7wL+MyZM7V9+/Zi2zcAAAAuf6+88ooiIiK0cOFCrVu3zt/loJhkZGRo4sSJstls5mVQpUmhglfbtm1VqVIlderUSTNmzNCFCxeKraAPP/xQUu7dq19++eV864ODgzVq1ChJuRdIzpgxo9j2DQAAgMtfhQoV9NZbb0mSxo4d6+dqUFymT5+u48ePa+DAgbrmmmv8XU4+hQpex48fL+46JEkJCQnatGmTpNx7AFSqVMllu+7du5v3QcgbwwkAAAB4q1+/furWrZsWLlxYojdUhjXyznZVqVJFr732mr/LcalQwWv37t06d+6c+bNr165iKWb37t3mco8ePdy2K1OmjHmt165du5hkAwAAAD6x2WxavHixDMNQmzZt/F0OiigsLEzHjx/XyZMnVblyZX+X41KhgldoaKjKlClj/oSGhhZLMUePHjWX69Sp47FtdHS0ubx3795i2T8AAAAAWKFU3R772LFj5nJBSbVKlSrmsmNgAwAAAIDSJsjfBThyDFCOwcoVx/WehhqGhYUpMzNTgYGBqlatWqFrK22zogAAAAB/R4ZhFHrbEydOKCcnR2XKlCnxy5VKVfA6c+aMuVy2bFmPbR2HN547d85tu8zMTNntdtntdiUmJha9SAAAAACXtMzMzBLfZ6kKXo5npFJSUjy2dVzvKaQFBgbKbrcrICBANWvWLHRtVpzxSkpKUo0aNYq93+JAbb4zDEOJiYmKiIgodWdIS+t7JlFbYXCsFQ61+Y5jrXCozXcca4Xzd62tKGe8jh07JrvdrsDAwGKsyDulKnjVqlXLXD59+rTHto7ry5cv77ZdtWrVlJiYqJo1ayohIaHoRRajJk2aaMeOHf4uwyVq892ZM2dUsWJF7dy5U+Hh4f4ux0lpfc8kaisMjrXCoTbfcawVDrX5jmOtcKjNd5GRkUpMTCzSJUiFVaom13A8I1VQ8EpOTjaXHWc4BAAAAIDSplQFL8czXps3b/bYdsuWLZJyhxI2aNDA0roAAAAAoChKVfBq3ry5goODJUk//PCD23ZJSUlas2aNJKlNmzYKCQkpkfoAAAAAoDBKVfAKDw9Xt27dJEk7duzQrl27XLabN2+eeVFd3759S6w+AAAAACiMUhW8JGno0KHm8lNPPZVvqsdDhw5p1KhRknKD2qOPPlqi9QEAAACAr0o8eA0YMEA2m002m01jxozJt/6mm27S7bffLklaunSp2rVrp/fee09z587VuHHj1KZNGx0/flySNH78+AJvtFyaxcbG+rsEt6jt8lKa3zNqu7yU5veM2i4vpfk9o7bLS2l+z6jt0mIzijIR/v938OBB1atXT5I0evRol4Eqz4ABA/TZZ595bJuenq6+ffvq119/ddvPyy+/rFdffbXAez3kTRkZERFR6qaTx+Ulbyrc1NTUUjcVLi4vHGsoKRxrKCkcaygp/swGpW6ooZR7X66ff/5Zn332mbp166Zq1aopODhYUVFRuueee7RixQq99tprpe4GewAAAADgSrHcQLlu3bpe30H6008/1aefflpgu4CAAD344IN68MEHi1gdAAAAAPhXqTzjBQAAAACXE4IXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYLHLPnjlTTnP1POwWmhoqEaPHq3Q0FB/l4LLHMcaSgrHGkoKxxpKij+zQbHcQLk0i4qKUkJCgiIjIxUfH+/vcgAAAAD4iT+zwWV/xgsAAAAA/I3gBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFgvydwHwXU5OjrZu3arExEQdO3ZMx48fV3BwsKpUqaLq1aurdevWql69ur/LLFE5OTnauXOndu7cqeTkZKWkpCg7O1uVKlVSxYoVVadOHV199dUqX768v0sFAADA39DfJnglJSWpSZMmLtfFxsYqNja2hCvyTXZ2tubNm6cFCxboxx9/1KlTpzy2b9iwof75z38qNjZWV111ldf7qVu3rg4dOlRgux49emjRokVe97tw4UL17NnTq7YzZszQgAEDCmx3/vx5zZs3Tx9//LFWrlypjIwMj+1tNptiYmLUr18/PfTQQ6pbt65X9QAAAODSERcXp7i4OJfrkpKSSria/7EZhmH4be8lICoqSgkJCYqMjFR8fLy/yymUn3/+WcOGDdO2bdt83tZms6lPnz6aOnWqIiMjC2zvbfCqXLmyTp48KZvN5lUdr7zyiv71r3951dab4DV//nwNGjRIiYmJXvXpyqOPPqo33nhDVapUKXQfAAAAuHT4MxtwjVcplpmZqf79++sf//hHoUKXJBmGoblz56pp06b66quviq2206dPa8+ePV63X716dbHs126368knn1SfPn2KFLok6eOPP1ZMTIzWrVtXLLUBAAAA7hC8SqnU1FTdeuutmj17drH1d++99+qjjz4qlv4k6c8///Sqnd1u15o1a4q8P8MwNGTIEH3wwQdF7ivPiRMndNNNN2njxo3F1icAAABwMYJXKXThwgXdcsstWrp0abH3/cQTT+j7778vlr68DV67du3SmTNniry/hQsXatq0aV61rVmzpsLCwrxqm5KSovvvv18XLlwoSnkAAACAWwSvUmjs2LFeDc2LiIjQXXfdpWeeeUZDhgzRrbfeWuCEEYZhaODAgTp9+nSR6/Q2eBXHMMPs7Gw999xzbteHhYXp2Wef1bZt23Tu3DkdPXpUaWlpOnnypNasWaNBgwYpNDTU7fY7duzQu+++W+Q6AQAAAFf+NrMaXir+/PNPTZgwwWObZs2a6e2331bXrl0VGBjotM5ut2vOnDl6+eWXtW/fPpfbnzhxQi+99JLef//9ItW6bds2nTlzRuHh4R7bFUfw+uOPP7R3716X6ypXrqw///xTDRs2dHreZrOpSpUqqlKlitq0aaORI0fq3nvv1W+//eaynxkzZujZZ58tcq0AAADAxTjjVcq88sorstvtbtcPGDBA69ev14033pgvdElSQECA+vXrp40bN7qdPl+SZs6cWeThf4ZheHXt1qpVq/I95+1siHl++OEHt+s++uijfKHLlZo1a2rBggWKjo52uX7r1q3av3+/T3UBAAAA3iB4lSLbtm3TkiVL3K7v2bOnPvzwQ4WEhBTYV/ny5TV37ly3Z6POnTunb7/91qf6mjZtmu+5goYbZmRkuJyR0VModMXdrI4BAQG68cYbve6nfPnyHocsbtmyxae6AAAAAG8QvEoRT9cYlS9fXh988IGCgrwfHdqwYUMNHjzY7XpfboAsSe3bt8/3XEHBa/369crJyXF6rkyZMmrZsqVP+3Z3s7sKFSqofPnyPvXVpUsXt+uOHTvmU18AAACAN7jGq5QwDMPjbIPDhg1TzZo1fe73vvvu0/jx412u2759u099dejQId909KtWrZLdbldAgOsM72qYYevWrRUcHOzTvt0Ni0xNTVV8fLzb4YOuXHnllW6vo2vRooVPdQEAAADeIHiVEvv27dOJEyfcrh8wYECh+m3SpInatGnjcghdfHy8srKyPM7256hNmzYKDAx0OoOVnJysPXv2qHHjxi63cTWxRvv27XX8+HEvX0EuTxN4PPXUU5o3b57XZwMrVKigF1980af9AwAAAEXBUMNS4o8//nC77rrrrlOdOnUK3feaNWuUmZmZ7ycjI8Pr0CXlDnd0NUTQ03BDd8HLV57OaC1atEjXX3+95s+f73FiEgAAAMBfCF6lhKfZAa+77roSrMSzDh065HvOXfCKj49XQkJCvucLE7w6duzocf2aNWvUp08fRUZG6t5779UHH3ygnTt35ru+DAAAAPAHglcp4W7yCKl0XXfkywQbrs521a1bt1DXqt19991eDSU8duyYvvrqKz355JNq0qSJKlWqpE6dOumZZ57RzJkztXPnThmG4fP+AQAAgKLgGq9SIjk52e26evXqlWAlnrk647V9+3aXN1IurmGGklS7dm0NHjxYkydP9mm79PR0rVixQitWrDCfi46OVs+ePdWzZ0916dJFZcqUKVRNAAAAgLc441VKnD592u26ihUrlmAlntWpUyffGSvDMFyGrOIMXpI0ceJE/eMf/yj09nmOHDmiadOm6dZbb1W1atU0evRopaWlFblfAAAAwB2CVynh6Yt/hQoVSrASz2w2m66//vp8z1883DA7O1vr1q3L164owSs4OFg//PCDXnjhBZ/uZ+ZJenq6xo0bp2uvvVa7du0qlj4BAACAixG8SglPNwEubTP1eTPBxrZt23T27Fmn58qWLevzjZMvFhQUpNdff127d+/W4MGDVbt27SL1l2fv3r3q1q0bN1AGAACAJQhepUTlypXdrittw+BcnbXKu5FyHlfDDAtz42R3rrzySk2dOlUHDx7U1q1b9cYbb6hz585Ful7r6NGjGjx4cLHUBwAAADhico1S4oorrnC7LjU1tQQrKdg111yjkJAQnT9/3nwuJSVFu3fvVkxMjKTcIHaxogwzdMdms6lZs2Zq1qyZhg8fruzsbO3YsUPr1q3TunXrtHbtWm3cuNHraeW///57/fXXX7rqqquKvVYAAAD8fXHGq5SoUaOG23V79uwpwUoKFhoaqtatW+d73nG4YXFPrOGtoKAgtWjRQo888oimTZumtWvX6vTp0/rhhx80ePBgj0M6pdyJQn7++WfL6wQAAMDfC8GrlGjTpo3bdVu2bCnBSrzj6Tqv1NRUlxNVtGvXzvK6XAkPD9dtt92mqVOn6tChQ/q///s/j+1dTQoCAAAAFAVDDUsJV0Emz/Lly4vU9+eff64dO3bkez4wMFD/+te/CtWnp+C1Zs2afDcpLuyNk4tb5cqVNXnyZKWkpOjzzz932ebkyZMlXBUAAAAudwSvUqJhw4aqWrWqyy/9O3fu1LZt29SsWbNC9T1p0iSXZ81q1apV6ODlatjgjh07lJqaWuzDDD/55BO99dZbLte98sor6t+/v0/92Ww2DRw40G3wysrK8rlGAAAAwBOGGpYSNptNffr0cbt+2rRpher35MmT2r59u8t1tWrVKlSfklSzZk3Vq1fP6bm8GykXd/AKCAjQ9u3bXf5s3ry5UH16CrGerrcDAAAACoPgVYoMGTLE7boPPvhAO3fu9LnPmTNnup3Rr2nTpj7358jdcMPintHQU0BcsGBBvmGN3khOTna7rjQMiQQAAMDlheBVirRo0UKdO3d2uS4nJ0f9+vVTSkqK1/3Fx8dr3Lhxbtd7OsPmDVfB66uvvso3XLKoN07u0KGDQkNDXa7bsWOHPvjgA5/7/OKLL9yu69Spk8/9AQAAAJ4QvEqZ1157TTabzeW6bdu26R//+IcOHDhQYD/79u3TTTfd5DaohYeH65ZbbilKqS6D1+7du/M9V9QbJ1eoUEE333yz2/WxsbGKi4vThQsXvOpv0aJFGjt2rMt15cuX14033lioOgEAAAB3CF6lTMeOHfXCCy+4Xb969Wo1b95cL7zwgjZv3mwOIzQMQ8ePH9fKlSv17LPPqkWLFi6ndM/z6quvKiwsrEi1NmvWzKs+iuP+XcOGDXO7LicnR4MHD1b9+vU1depUbdu2TWfOnHFaf/ToUX355Zfq1q2bbrvtNqebPzsaOHCgypQpU+R6AQAAAEfMalgKjR07VosXL9batWtdrs/IyNDEiRM1ceJEBQYGqkaNGkpNTVVGRoZX/V977bUaNGhQkesMCgrSddddpyVLlnhsVxzBq1OnTnrooYf02WefuW1z+PBhp3t0XXHFFQoNDdXx48dlt9sL3EdkZKRGjRpV5FoBAACAi3HGqxQKCQnRL7/8oo4dOxbYNicnR4mJiV6HrpiYGP34448KCiqezO3p/mN5iiN4SdLUqVN9uv4qOTlZx44d8yp0VapUSfPmzVOFChWKUiIAAADgEsGrlKpUqZJ+/vln9e3bt9j67NKlixYvXqzq1asXW58FBa969eoV2/TsFSpU0I8//qjevXsXS395oqKi9N///letW7cu1n4BAACAPASvUqxcuXL67rvvtGDBAjVq1KjQ/VSvXl3vvfeeFi9eXKR7d7nSrl07j+uL62xXnrCwMM2dO1dz5sxRdHR0kfoKDg7WM888ox07dhC6AAAAYCmCVylns9nUs2dPbd26VV9++aXuvvtuVaxYscDtKlWqpH/+85/65ptvdOTIET355JMKCCj+X/cVV1yhJk2auF1f3MFLyn1P7rjjDu3fv18//vij7r77bq/P4oWGhqpdu3aaPHmyEhMT9fbbbzO8EAAAAJazGYW5++wlJCoqSgkJCYqMjFR8fLy/yykWFy5c0ObNm5WYmKikpCSdOHFCISEhuuKKK3TFFVeoadOmatCggSVBq7QyDEMJCQnatGmTTp48qdTUVKWlpSk0NFQVK1ZUpUqV1LBhQzVt2rRIU9sDAADg0uXPbMCshpeg4OBghsZdxGazKSoqSlFRUf4uBQAAAMjn73NKBAAAAAD8hOAFAAAAABb72ww1TEpKcjsJRGxsrGJjY0u4IgAAAADFLS4uTnFxcS7XJSUllXA1/8PkGgAAAAD+FvyZDRhqCAAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYLMjfBcB7Bw8e1IYNG3Ty5EmdOnVKFStWVL169XTllVeqXr16CgkJ8XeJAAAAAFzgjFcpd+LECY0YMcIMV3fccYeefPJJjRgxQrGxserRo4caN26sGjVq6Omnn9bJkyf9XXKp8a9//Us2m002m03PPfecv8v5W/r555/N34E3P5GRkerUqZMef/xxrVy50t/lF6hBgwZm7Vu3bvV3OQAAoBQjeJVi06dPV926dTVhwgQdOHDAY9uUlBRNmTJFjRs31urVq922++WXX5y+6I4dO7a4yy411qxZYy63adPGj5U4i4iIMN//evXq+bscSzn+DryRmJioFStW6KOPPlLHjh01aNAg2e12i6ormtOnT2vfvn2SpHLlyikmJsZp/QcffOD0Wfvss8/8UWY+f6e/AQAAlCYMNSyFDMPQ008/ralTpzo937FjR8XExKh+/fqqWLGiEhISdPDgQc2dO1fp6emSpFOnTunWW2/V9u3bVatWrXx9r1+/3unxtddea90L8bO1a9eayyURvObNm6e+fftKkm655Rb99NNP+docPXpUR48eNR9fzu+/5Pw7qFChgqpXr+6yXU5OjhISEnThwgWn56dPn67atWvrxRdftLTOwli3bp25fM011ygoyPnPaWn9rJXWugAAuNwRvEqhqVOnOoWuO+64Q6NGjVKLFi1ctk9OTtbw4cP10UcfmY8nTJigKVOm5Gv7d/nSlZCQYAacypUr68orr7R8n5s2bTKXW7Zs6bLN3+X9l3L/A8ExeA0fPlyvvPKK2/Y5OTnavn27Ro0apfnz55vPv/7663ruuecUHBxsab2+KijYO/6uy5Ytq8aNG5dIXQX5Ox2DAACUJgw1LGUSEhL0wgsvmI+ff/55zZkzx23okqQrrrhC06ZNc/ryt2DBApdtHb901apVy+VZscuB45fi1q1by2azWb7PzZs3m8sEr9xj+dixY+bjVq1aeWwfGBioFi1aaO7cubrxxhvN51NTU/XXX39ZVmdheQpe58+fd7rm6+qrr853Rsxf/i5/AwAAKG0IXqXM66+/rszMTEnSP/7xD73++utebRccHKw+ffqYjxMSEmQYRr52Bw4ckGEYMgxDiYmJxVJzaVTSwwwl5+B19dVXu2wzevRo8/03DEM333xzidTmD46/Ayl3OJ43bDab038+SNLOnTuLra7i4ukYCwkJUVZWlvl7/uOPP0q6PLf+Ln8DAAAobQhepUh2dra++uor8/HgwYMVEOD9r8hxoobq1auXyFme0qqkg1dqaqo5AUpoaKgaNmxo+T5LO8ffQY0aNXw6s9KkSROnx6dPny62uopDYmKiGVquuOIKXXXVVX6uCAAAlHalY+wLJElbtmzRqVOnzMe+XpdUvnx53XLLLZLyf3EtCsMwtG7dOm3atEknT55UjRo11KFDB5fXrBiGoU2bNmnjxo06ceKE6tevrzZt2qh27drFVo+39ebxJngdO3ZM+/fv1+HDh3X48GGVK1dO0dHRatq0qerXr1/g9lu2bDGXmzVrVmzDys6ePavVq1fr0KFDSkxMVMWKFdW0aVN16NChSPdty87O1h9//KG9e/fqxIkTioyMVMuWLT0OafWVY/AqaJjhxY4fP+702N2kHBc7duyY/vvf/yo+Pl5XXXWV+vXr57btoUOHtGnTJh0+fFh2u13NmjVTs2bNVKNGjQL3Y9VQ1pycHK1cuVI7duxQcnKyIiMj1aVLF5efH7vdrj///FPbt29XamqqGjdurLZt23pVf2EkJiZq5cqVSkxMlN1uV0xMjNq1a6dKlSr51M+RI0d04MABHT58WPHx8apUqZKio6PVsmVLRUVFFao2u92uZcuWadu2bUpPT9f999+v6OjoQvUFAIBljMtcZGSkIcmIjIz0dykFmjdvniHJ/Pnuu++Ktf///Oc/Zt+dOnXKt37VqlXm+qFDhxqGYRg//vij0aBBA6e68n6eeuopIycnx9x+wYIFRkxMTL52gYGBxogRI4zs7GyXdf33v/8123bo0KHA1/Hbb7+Z7du2bZtv/d69e831ERERbvux2+3G0qVLjV69ehk2m83la5RkdOvWzVixYkW+7c+fP28EBwe73U6S0bx5c6f91ahRw1y3f/9+t7X99ddfxuOPP26Eh4e77Ldq1arGO++84/T+u9K5c2dDkhEUFGRkZmYaaWlpxksvvWRUrVrVZb+9e/c2EhMTPfbpDbvdblSqVMnsd8SIET5tP2PGDKe6Ln6vXnjhBXPdunXrjJSUFOPRRx81AgMDzecff/xxl3V98cUXxvXXX+/2d9a/f3/j0KFDHut7+eWXPb626dOnm+sffPDBfOu//vprc/2UKVMMu91uzJw504iIiMhXT1BQkPHaa685vYYZM2YYtWvXzte2XLlyxpQpU9zWXdDfAMfP1qhRowzDMIzly5cbN9xwg9vj8LPPPvP4XhmGYeTk5BgLFiwwj0dXPwEBAUafPn2MrVu3uu0nLS3NCAgIMCQZt912m2EYuX+j6tWr59RXQkKC8eSTT5qP77nnngJrNAzDePDBB53+vgEALj/+zAYEr1Jk3bp1Tl8eateubaxbt67Y+h87dqzZ9/PPP59v/ZQpU8z1H3/8sfHss896DBV5XxqzsrKMAQMGFNh28uTJLuv617/+ZbZ59tlnC3wdb7zxhtl+8ODB+dZ/+eWXTkHClbNnzxp33nlngTXn/ZQpU8ZYvHixUx9bt24tcLt7773XbH/o0CHz+WrVqhl2uz1fXXa73XjvvfeMsLAwr+q655573Iav7Oxss5+mTZsaa9ascfnF/uKfbt26FRjoCrJnzx6nPr/99luftu/du7e5bYMGDfKt79q1qxk0tm3bZtSpUyff6/j000+dtjl48KDRvXt3r3/fS5YscVvfzTffbLadO3duvvUPP/ywuT4uLi7f+qFDh5rrf/rpJ6Nfv34F1rRgwQIjNTXVuOWWWwpsO2/ePJd1F/Q3wPGz9fXXXxtPPfWUV+/Xb7/95va9OnnypNvg5uqnSpUqxpYtW1z2tWzZMrPd+PHjjZdeeinf9nXr1jUMwzAmTJhgPtexY0e39eVZu3at2b5SpUrGiRMnCtwGAHDp8Wc2YKhhKdK0aVPVqFFDSUlJkqTDhw+rTZs2uvXWW3XPPfeoR48eqly5cqH7d7yZbdu2bT2unzJlijZv3qzg4GD17t1b7dq1k2EYWrBggVasWGG2mzx5shYtWqSff/5ZNptNt956q9q2basqVarol19+0Q8//GC2feONN/T000/n26/jDZ9d1eXr6yjo+i7DMPTYY49pzpw55nNXXXWV7rjjDnNI1+7duzV79mxzyFtmZqZefPFFp30fPnzYvLbn4MGDysnJkSRFRUUpNDRUknT99de7rdvV8LRx48ZpzJgx5uNy5crprrvuUosWLRQQEKAtW7bo66+/1rlz5yRJX331lVq3bq2hQ4fm62vnzp3KyMiQJJ07d05du3ZVRkaGypYtq+7du+uaa65RtWrV9Mcff+jrr782J2NZsmSJli1bpq5du+br01uFnVhDyr0fmuN08gMHDnRan5OTYw4lveKKK9S1a1edOHFCktS5c2c1b95cMTEx+uc//2luc/jwYXXq1EmHDx82n2vXrp3atWunRo0a6dixY1qxYoWWLFkiKff3fc8992jDhg2KiIhw2r/hxVBWXz5rL7zwgjZv3qzy5curT58+atOmjc6ePauvvvrKaQjr+PHjNWbMGG3YsEHBwcHq1auXrr32WpUpU0bz5s3T8uXLzbZvvPGGevfuXaS6JkyYYE4YExMTo44dO6pFixY6efKkPvvsMx08eNBsO3r0aC1btixff9nZ2erbt6/T34yWLVvqn//8p6Kjo5WVlaXt27frm2++UWpqqqTcexG++uqr+uabbzzW9+2332rjxo2Scmdn7NSpk5o0aaIOHTpIcr7mNT4+Pl9fjgzDcPoMjRkzRlWrVvW4DQAAPivxqFfCLqUzXoZhGJ999pnb/wkOCAgwOnbsaIwfP97YtGmTyzMm7tjtdqNatWpmX66GUjVs2NBpf9dcc42xbdu2fP04/m9+3k+zZs2MVatW5eszNjbWqV1qamq+/mrWrGmu9zT8Lk90dLTZfteuXfnWd+zY0Vz/888/51v/66+/OtX02muvuTzDk5GRYdx0001mO5vNZpw7dy5fu6ysLCM0NNT8HV38GvM8//zzZl9jx47Nt95xeJqUe7bs9OnT+drt2bPHafhn5cqVjczMzHztPv7443y/p65duxr79u3L13bOnDlO7SZNmuTyNXjrmWeeMfuqWLGi18fq4sWLjerVq5vbRkREGGlpaU5ttm/fnu91NW/e3Pj9999d9pmenu70fjVv3tz49ddfXbb95ptvnIadPvLII/na7Nu3z1xfq1atfOvPnDlj9hESEmJkZWU5rb9w4YJRtmxZp/pvuummfJ/J7Oxs48Ybb8z3Wm+44QZj586dTm3tdrtx2223mW2uuOKKfHV58zfA8bMlyQgLCzOmTp2a7/ORkZFhtGnTxmwXHh7u8jP00UcfOf39+vTTT10eCydOnDBatmzp9Ht35a677nKqLygoyHjhhReM9PT0fG0dh04HBwd7PIv77bffmm0bN25snD9/3m1bAMCljaGGFrrUgpdhGEZcXJwRFBRU4JCciIgI49FHH3X7hdPRgQMHzO1q1KiR78vP6dOnnfpu0KCByy/9hmEYf/75p1Pb2rVrG0lJSS7bOg6fDAoKyvflx3H4XdWqVQv8gp6YmOj0hf7i/i5cuGCUK1fObHPq1Kl8fdx+++3m+gceeMDj/hyvealcubLL+lavXm22admypdu+HK9v+c9//uO07uDBg051P/fccx7fi59++snpd7Bp06Z8bRyvcZFk9OnTx2Ofjl+kR48e7badNxyvoerSpUuB7Xfv3m0MHjzYqV6bzeZyuN/F13+1atXKZfDMM2LECLNt69atjeTkZI+1DBo0yGOw+uqrr8z1vXr1yrfe8Zi57rrr8q3ftGmTU/3XX3+92/od9yXJuPbaa42MjAyXbR3D81VXXZVvfUF/Axw/W3lhZfXq1S73ZRiGsWjRIqdQdeHChXxtrrnmGrPNyJEj3fZlGM6/12uuucZlm4uHlM6ePdttf0lJSU5tjx496rJdZmam0zViP/74o8c6AQCXNoYawsmgQYPUq1cvxcXFac6cOdq3b5/LdomJifr444/18ccfq2PHjpo1a5bb2QMLGubmOHRKyh3Gc8UVV3hV79dff+121rm8IXeSVLt27XzT4zvWdd111xU4O5xj+zZt2uTrb+fOnTp79qyk3OGDroZmVqxY0RyGNWLECI/7u3Dhgrl8zTXXuKzvzz//NJfzhjldzHF4XF7tjoYOHWrW3b17d02cONHje3HLLbc4DUvdsmVLvps2O75XderU0SeffOKxz6ioKHOIYN26dd22K0h2drY2bNhgPl63bp3bmSHtdrtOnTqlM2fOOD0fGBioTz/91OVwR8fXVb58ec2ePdvpOHN05MgRvfnmm5JyhyX+/PPPBc7Cd+utt2ratGmScmdXNAzD6X0raCirL8P5ypQpozlz5rit31FQUJC+++47lStXzuV6xz7q1KlTYF0XHwsXDw+dOHGix6G/jjMQRkdH55vJ8/z586pTp46io6Nls9lcDjN2dPFn7WJJSUk6dOiQ+fjJJ5/0OGtltWrVVK5cOfNzdeTIEdWsWTNfuylTppi3gujRo4duvfVWj3UCAFBYBK9SKioqShMmTNCECRO0Z88eLVy4UIsWLdKKFSucvqDk+f3339W+fXstX77c5T2FfPkyeMMNN+T7Eu9o79695nKrVq3Uvn17t203bdpkLrdu3Trf+pK+vkuSPvnkkwL3k2fx4sUF1ucYvByv6XLkeL3VVVddpSpVqpjrDh06pLlz50rKDRxTp0716v5tDRs2NIPXxdewnDt3zun6oFdffbXAIO14k+Ki3Ptsx44d5jVokpSenq709HSvt2/YsKHee+89t9eYOR4DTz/9tBo0aOC2r48++kjnz5+XJA0fPtyrayQdA0WtWrU8BpSiBq+77rrLZRjI4/hZ69mzp8tAlaegz5ovdV155ZUFBqWCjpeQkBB9//33HvtwVNBnzfF9L1OmjCZOnOixP5vNprp162rHjh2Scj8jF9d54sQJvfbaa5Jyg+2kSZO8rhcAAF8RvC4BDRs21NChQzV06FCdOXNG//3vf/X1119rwYIF5pdKKfcM2DPPPOM0oUUeX7509e/f32M9jmGpoLaOX5YK2u91113nsa+L2xc2eBXEMAwlJCRo9uzZeuuttwqsz5szXp7q/vjjj82JLXr06KGYmBiv6nQ8w3FxoNi4caM52UfZsmXVp08fj32lpqZq9+7dknLPIrm6R5u3Lj5zUpCQkBBFRESoRYsWuvvuu3XHHXe4PQOUmZlpTvggyeMZj5ycHH388cfm47i4OH300UcF1uMYGi8OOjk5OU5n84oacPz1WSto/X333efT2Wdv/tPEFbvdrgMHDuiTTz7R7NmzzeddfdYc93frrbcqPDy8wP4dg9eRI0fyrR81apR5tnXIkCFFOu4BACgIwesSEx4erjvuuEN33HGHTpw4oeeee04zZ8401y9cuFD79+93uvlydna21q9fbz6++MuiYRhOX2rchYc8jl8GC2rr6ctZdna2Tzc6ttvtBQYrX4LX0aNHtXnzZu3fv19//fWX+bN//35zeJIjV18uExMTzZnyatas6XaInqf34aeffjKX77//fo81O3K82bbjGbSL99erVy9VqFDBY19r1641w1/r1q0VGBjodR2u+spTo0YNHT16tNhuMLxp0yZlZ2dLyv0PiebNm3tsm5CQYD4uaGY7Vy4OXo5nLq+88sp87/vRo0fNL/iVKlXKN8QyIyND27ZtMx+3a9fO7b4Nw/D6s3bxZ9jVZ83T34CLP1v33nuv233l8eVs9cGDB7Vt2zbz85X3WTtw4ICysrKc2pYrV87lDeAvPlPoDU8zG27btk0ffPCBJKlq1aoaNWqUV30CAFBYBK9LWLVq1fT555+b18Pk2bJli1Pw2r59uxkkGjRokO/sSHx8vI4dOyYp90tPs2bN3O7z3Llz5pCmwMBAj9OEnz9/3pzuOSAgIF/bHTt2mHXVr1+/wGFge/fuNaecjoyMzDfNd1ZWljm8ztX+pNwvqPPmzdPEiRO1atWqfOvLlSunRo0aqWPHjoqIiNBLL70kKff6NFdDwi4+2+UuYLj7knr27FnzPZJyh3l6Izs7W3v27DEfX3yWzHF/Xbp0KbA/x/benHn0xPELfLt27YotdEnOdd58880e+/7tt9+KvL+Lg7QvwwxdXYO4YcMG2e12SbnB0dMxv3//fp08eVKSFBER4TQE8mJHjhwxP8M1atTI17agvwF79+5VSkqKuX2jRo3c7kvKvR4rL8gFBATo2muvzdcmOztbM2fO1Ntvv62tW7fmWx8eHq6WLVuqS5custvt5rV4rVu3zne92MXB8qabbvJYXx7H4OV4xsswDD333HPm7+K1114r8No/AACKiuDlZytXrjSvpYiIiNCCBQt87mPw4MFOweviL6MFDedz/DJ57bXX5vvS42jjxo3mGYcWLVq4vdBfkjZv3mz+b3azZs0UFhbmtN7XL/uO9wJy9T/smzdvNq9/a9KkSb79nTlzRg899JDmzZsnKfeaju7du6t9+/Zq166dmjRpoqioKPP9y5tgwd3+JO+u7zp79qz5xTMoKEitWrUy1+3YscN8P6tWrapatWq5fvEX2bp1q3nmpXLlyvmCl69DOH291s6dzMxMp2vLihriLnZxsPHE8bieNGmSy3ud+cqX4FXQZ62g98aXz8fFbX39G+DrJDdbt25VZmampNz7D5YvX95p/dGjR3XXXXdp5cqVknL/Q+Omm25S+/bt1bZtW8XExKhGjRrmfoYPH25u6+r427dvn5KTkyXlhilv77HlGJwdz3j95z//0S+//CIp9+/YY4895lV/AAAUBcHLzzZv3uw0BKgwKlas6PTY05fwol5n5XiWqKC2vnzZ8+bLvuM1IL5e35Wdna3evXtr6dKlknKHUo0fP97jZAXefEn25voux+utWrRoobJly5rrHIcL+nLD1i+//NJc7tq1q9OZlZMnT2r//v2Scich8HQGU8o/pK0oYWnz5s1mkJQ8D6UrDF+CV2JiornsbaAtSHFOrFGaPmu+fhY9HS/p6enq3r27OfnGM888oxEjRqhatWpu+yvos+bL792RqzNe2dnZGjZsmPn85MmTizS0FgAAbxG8/MzxGpS8oUK++uOPP8zlq6++Wg0bNnRa78uXroK+KDt+4fKlrav9+vJl/+jRo1qyZInH/jx9KX7//ffN0NWrVy/NnDnT48yB2dnZZnt3+zt//rwZmkNDQ53OZDny9P6fPn3aaZ/eSE1N1YwZM8zHAwcOdFp/8RnM4OBgj/0dOnRIx48fl5R71jUyMtKrOlxx3HdAQIDLyScK6/Tp0+atFSpUqFDgcLi8YXp523ojJyfHvNYtICDA6RjJysoyJ/ZwNZTVm2sQ/fVZK85AWND+xo4da4auwYMH6+233/bYV2pqapEnBnHH8YxXQkKC7Ha73n//fbO+22+/3e3smQAAFLeC56yGpRyn+E5ISDCvYfLW2bNn9frrr5uPhwwZ4rTe8WL+4ODgfNPEX3x/qeIc/uTpy1J6erq2b99uPm7atKnHvsaMGWNej2Gz2VxeU+LpS++HH35oLj/xxBMFTtf+1Vdf6eDBg5LcX8OyceNGcyhl69at3c7E5+l9CAkJMZcPHDjgNEulO6+88op5pqxp06bq3r272/2V5DBDyfl30LRp0wIn9Shs361bty7wd+h4zY7j9XDuJCcnq3bt2goODlZwcLDT2Uwp99rJvKGsMTEx+YbXOV6D6OqawBMnTpj3iypTpoxatGjhtpasrCzzWkp3x1+egibOKOhvgOO+bDabV2eU3B0zdrvdaSbJi/9TwJUpU6aYw2Zr1Kih6OjofG0Ke8briiuuMGc/zM7O1u7duzV69GhJuZ+9f//73173BQBAURG8/OzisyQTJkzwetv09HT169fP/N/btm3basCAAU5tHC/mb9mypcqUKeO0fvfu3UpLS5NU8AX8x44dM29gWrFixXxn1hylpKSY05O7mqVs+/btZl2SzOtFXPn+++/N2cckqXHjxvmGV6alpZnvQ0hIiNOXWrvdbk4pLcnja5SkpUuX6v/+7//Mx66uT5O8G2YoeQ5ejpOg5OTk6Ntvv/VY24wZM/Tuu++aj6dNm+bz9TwXs3JijeLk61kPxwAya9Ys8xohV7Kzs/XYY4+ZwxObNWuW73da1GGGjttfc801Hs9Ebty40QzhzZo1yxfyHDlOnNGoUaN8k0QU9Ddgy5Yt5r5cfbYulpKSol27dknK/Ww7/qfJ0aNHnd7ngj5rs2fP1r/+9S/zsavrywqapMeTvHt55XnqqafM/7R47rnnnD5/AABYjeDlZ506dXL6H96JEydqypQpHoPImTNn9Oabb6px48ZatGiRpNwZDr/66qt8ZwGsGmZ43XXXeTzj4Nivq1nK8u6dk+ezzz7L14dhGPrwww/14IMPOj3v6nVs2LDBHCLWsmVLpzNJkvOZpW+++cZlzSdOnNCYMWN08803mzO8SXJ5Q2pJTjO1paWlyW63y263O90HyvF6K1f3x2rZsqXT0L5hw4Y5TU6RJzMzUyNGjNCjjz5qPvf000+rU6dOTu0KmlbcleI645WWlmZ+IZf8e32X5Dwl+qlTp/Too4+6PKN87Ngx9e7d2+lmv++8846lN062aphhSVzf5WkynovDpLvP2qFDh/R///d/6t+/v9N08q4+a1u3bjXbNGnSxGMIdcXxOq9ly5ZJyr31Q96MpQAAlBSu8fKz4OBgvfvuu+rdu7ek3C/OTz/9tN544w3985//VFRUlGrVqqXk5GQdOHBA+/fv16pVq5yCS2RkpObPn+/yf2+L89qO4hpmKCnfGbAXXnhBBw4cUK9evVSmTBmtX79eCxcuNK/rCgsLM4cj+Xp9V0BAgFq0aGGeoRo/frw2btyo7t27Kzw8XAcOHNCuXbv0448/ml/wgoKCzGuufvnlF40fP15dunRxOguSN+xMkt577z3Nnj1bZ8+e1RdffKE777wzX12u7o8VEBCgkSNHmkOyjh07ptatW+uee+4xA+TOnTs1e/Zsp4k4HnzwQU2aNCnf+3Dw4EHz2qbq1at7nDwk7zXk3RDYZrMV6Zqs9evXm+FXKt4ZDQsTKNu3b69+/fqZX/7nzp2r1atX6/bbb1fjxo117tw5bdmyRd98843Tl//XX39d3bp1y9dfSU6sUZyftZK8vqt69eqqVauWjh49Kin3DNOvv/6qDh06qEyZMvrrr7+0bds2/fLLL+aEM46fta+//loRERG6+eabzbPWRb1Rs2PwyvP6668X6zBYAAC8YlzmIiMjDUlGZGSkv0vx6JNPPjFCQkIMST799OrVyzh+/LjbfuvWrWu23bFjR7711157rbl+6dKlHmvs2rWr2XbhwoUe2952221m22+++cZlm1tvvdWr1zho0CBj0KBB5uO1a9fm66tfv37m+hkzZuRbv2jRIq/2FRQUZIwfP954/PHH8617++23nfr84osvXPZx8OBBs82YMWPM54cPH+7yfbDb7caAAQO8rm/kyJFGdna2y76+/vprs23Pnj3d/Hb+Z926dWb7Jk2aFNjek4kTJ5p9VahQwW2NhXHw4EGz7xo1ahh2u92r7c6cOWN06NDBq/e2XLlyxnvvveeyn7S0NCMgIMCQZAQHBxuZmZlO6zMzM83Pr81mM86cOeO03m63G1WqVHF5jLhSr149s+22bds8tm3WrJnZds2aNfnWF/Q3oHHjxub69evXe9yXYRT82Z4+fbpX73dYWJjx0UcfGbfccku+dXPnzjX7c/xsTJ8+vcD6LjZ58mSnvlu3bm3k5OT43A8A4PLgz2xA8CpFdu3aZdx3331GaGioxy8s1atXNx566CFj48aNHvtLSkpy+iJ88ZeNc+fOGUFBQYYkIyAgwEhLS3PbV3Z2tlG+fHmzP09hz263G9WrVy/wS+apU6eM3r17u32dN9xwg7Fs2TLDMAyjY8eOhiQjJCTEyMrKyteXN19UP/nkE6NGjRou9xUYGGj079/f2Lx5s2EYhjF37tx8bRYvXpzvdb799ttG/fr1jdDQUCMqKsq46aabnEJBjx49zO3nzJnj8T1799133dZXtmxZo3///sbWrVvd9mEYhjF06FBzm9dee81jW8MwjGnTppntBwwYUGB7T+666y6zr+7duxepr4t98803Zt+33XabT9tmZmYaI0eOdDp+HX8qVKhgvPjiix6P6WXLljl9cb/YmjVrzPXNmjXLt/6vv/7yOjgeP37c6wDrGAhDQkLyBcKC/gakpKSY68uUKWOcP3/e7b4Mw7vPtt1uNyZMmGCEh4e7fL/LlCljPPHEE8Zff/1lGEb+YCTJXGcYhtGkSRPz+XXr1nmsz5X58+c79b1y5Uqf+wAAXD78mQ1shuEwNugyFBUVpYSEBAUFBalBgwYu28TGxio2NraEK3MvIyNDGzZs0I4dO5SSkqKcnBxVrlxZVapUUYsWLdSwYcMCb3B6Kdm5c6c2btyow4cPq2zZsqpVq5Y6deqUb1a44pCRkaHff/9d+/fv16lTp1S+fHk1bNhQ1113napUqeLUdt26dVq+fLmk3PtvderUKd+1Y8XtwoUL2r17t7Zv364DBw6oatWqql27ttq3b8/QqCI6d+6cli5dqr179+rcuXO68sor1aBBAzVs2NDjjcBROKdPn9aff/6p/fv368yZM6pQoYKaNm2qtm3bOh3LhmFo2bJlWrdunUJCQnT11VfrhhtuKLa/cZ9++qkefvhhSbnX/c2aNatY+gUAlF5xcXGKi4tzuW7v3r3Kzs5WZGSk4uPjS7Suv03w8sebCwDwn+TkZDVu3FjHjx9X2bJltXv3bpfT1QMA/j78mQ2Y1RAAcFkaPny4eXPwF198kdAFAPArghcA4LIzf/58ffTRR5Kk6OhoDRs2zM8VAQD+7gheAIDLyrJly3TPPfeYj9977z2u4wMA+B338QIAXPLuvvtu8wbJSUlJ5vOxsbHq0aOHv8oCAMBE8AIAXNIMw9Dvv//uFLik3Bs4v/POO36qCgAAZwQvAMAlLT09XXXq1FFqaqoqVaqkli1b6umnn9ZNN910Wd16AwBwaSN4AQAuaRUqVNAff/zh7zIAAPCIyTUAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsFlTUDpKTk7V//36lpaUpIiJC9evXV0BA8eU5u92uQ4cO6ciRI7ryyisVGRkpm81WbP0DAAAAgNUKnZD27Nmjnj17qlq1amrdurW6du2qRo0aqW7dupo0aZJycnKKVNiBAwfUr18/lS9fXldeeaU6d+6s6OhohYeH64knntDx48eL1D8AAAAAlJRCBa8VK1aoVatWWrhwYb6AdeTIEQ0bNky33357ocPXnDlzFBMTo2+//Vbnzp1zWpeenq4PP/xQDRo00IoVKwrVPwAAAACUJJ+D18mTJ9W3b1+dPXtWAQEBGjdunI4cOaL09HQtWbJErVq1kiQtWLBA48aN87mgffv26ZFHHlFWVpbKli2rcePGaffu3UpPT9e2bdv07LPPKjAwUGfOnNG9996rU6dO+bwPAAAAAChJPgeviRMnmmFnypQpGjlypKKiohQWFqauXbtq6dKlqlu3riRp0qRJOnHihE/9v/7660pLS5MkffTRRxo5cqQaNmyosLAwNW3aVG+99ZYZ6OLj4zV9+nRfXwIAAAAAlCifgldOTo4++eQTSVL16tU1cODAfG3Cw8M1bNgwSVJGRoZmz57tU0Fr1qyRJFWrVk333HOPyzaDBw82l9euXetT/wAAAABQ0nwKXqtWrTLPdvXs2VOBgYEu2/Xq1ctcXrRokU8F7dmzR5IUHR3tdvbC8PBwVa5c2ak9AAAAAJRWPgWv3bt3m8s9evRw2y46OlotWrSQJG3YsMGngmrVqiVJ2rVrl7Kysly2SUhI0OnTpyVJERERPvUPAAAAACXNp+B19OhRc7lOnToe20ZHR0uSjh8/rpSUFK/38dBDD0mSzp49qxdffFGGYTitz87O1tNPP20+vv/++73uGwAAAAD8wacbKB87dsxczhvq506VKlXM5aNHj6pSpUpe7WPEiBFavXq1fvrpJ02ePFnr1q1Tv379FBkZqQMHDujTTz/Vtm3bJEmPPPKIGdQAAAAAoLTyKXg5nvFyDFauOK7PyMjweh8hISH64YcfNGLECP373//W77//rt9//z1fu6lTpyo2NtbtdWAXMwxDZ86c8bqOi4WGhio0NLTQ2wMAAAAomqysLLeXI3nj4tF0Jcmn4OUYXMqWLeuxrWNIufgmyAWZPXu2Zs6c6bHN1KlT1bhxY914441e9ZmYmKiKFSv6VIej0aNHa8yYMYXeHgAAAEDRTJgwQWPHjvV3GYXiU/CqVq2auZySkuL0+GKO13UVFNIcvfHGG3rxxRclSVdeeaVGjRql66+/XhERETp06JB+/fVXvfbaa9qzZ4/+8Y9/6IsvvlD//v0L7DciIkI7d+70uo6LcbYLAAAA8K+XXnpJQ4cOLfT2MTExSkxMLMaKvOdT8MqbcVCSTp8+7TF45c06KEnly5f3qv+tW7fqpZdekiQ1adJEa9asUVhYmLk+JiZGMTExuvPOO3X11Vfr+PHjeuyxx9S9e3ePtUiSzWZTeHi4V3UAAAAAKH2KevmPt5cpWcGnWQ1r1qxpLjsGK1eSk5PN5cjISK/6//jjj81xl5MmTXIKXY5q1aql0aNHS8q9fuyrr77yqn8AAAAA8AefgpfjGa/Nmze7bWe327V161ZJUu3atVWhQgWv+t+7d6+53KZNG49t27Ztay5zE2UAAAAApZlPwat169bm8g8//OC23fr1682p5zt06OB1/yEhIeZyQTMQOq7n+isAAAAApZlPwatRo0Zq1KiRJGnx4sVOwwkdff/99+Zy3759ve7/6quvNpd//vlnj21/+uknc7lly5Ze7wMAAAAASppPwUuSOYtIVlaWhgwZIrvd7rR+48aNmjx5siSpXr166tOnj9d933///QoODpYkPf/881q3bp3LdgsXLtSkSZMk5d7IuXfv3j6+CgAAAAAoOT4Hr4cffti8vmrWrFnq2rWrZsyYoe+++04vvPCCOnXqpMzMTNlsNr3zzjtOwwclacCAAbLZbLLZbPnui3XVVVdp3LhxkqT09HS1bdtW999/v6ZNm6bvv/9eb731lnr06KGePXuagS8uLq5I9+cCAAAAAKv5NJ28JAUHB2v+/Pnq0aOHNm7cqOXLl2v58uX52kyZMkU9e/b0uaAXXnhB4eHhGjlypE6fPq1Zs2Zp1qxZ+dpFR0frrbfe0p133unzPgAAAACgJPkcvKTcaeVXrVqlDz74QF9++aV2796t9PR0RURE6MYbb9T//d//qXnz5oUqyGazadCgQbrnnns0efJkrV27Vrt371ZiYqLq1KmjRo0aqVOnTho0aJBPN2YGAAAAAH+xGXk3zrpMRUVFKSEhQZGRkYqPj/d3OQAAAAD8xJ/ZwOdrvAAAAAAAviF4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFgvxdQElJSkpSkyZNXK6LjY1VbGxsCVcEAAAAoLjFxcUpLi7O5bqkpKQSruZ/bIZhGH7bewmIiopSQkKCIiMjFR8f7+9yAAAAAPiJP7MBQw0BAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGJB/i6gpCQlJalJkyYu18XGxio2NraEKwIAAABQ3OLi4hQXF+dyXVJSUglX8z82wzAMv+29BERFRSkhIUGRkZGKj4/3dzkAAAAA/MSf2YChhgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMWC/F1ASUlKSlKTJk1crouNjVVsbGwJVwQAAACguMXFxSkuLs7luqSkpBKu5n9shmEYftt7CYiKilJCQoIiIyMVHx/v73IAAAAA+Ik/swFDDQEAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALBYUFE7SE5O1v79+5WWlqaIiAjVr19fAQHFm+fi4+N1+PBhhYaGKiYmRuXKlSvW/gEAAADASoVOSHv27FHPnj1VrVo1tW7dWl27dlWjRo1Ut25dTZo0STk5OUUqzDAMffHFF2rVqpWio6N1/fXXq3Xr1ipfvry6d++ubdu2Fal/AAAAACgphQpeK1asUKtWrbRw4cJ8AevIkSMaNmyYbr/99kKHL7vdrgEDBuiBBx7Qpk2bnNYZhqElS5bo6quv1qJFiwrVPwAAAACUJJ+D18mTJ9W3b1+dPXtWAQEBGjdunI4cOaL09HQtWbJErVq1kiQtWLBA48aNK1RRY8aM0eeffy5Juv766/Xbb78pLS1NBw8e1Pjx4xUaGqqcnBw9+OCDio+PL9Q+AAAAAKCk+By8Jk6cqFOnTkmSpkyZopEjRyoqKkphYWHq2rWrli5dqrp160qSJk2apBMnTvjU//79+zVhwgRJUqdOnbRkyRJ16dJF5cuXV506dfTSSy8pLi5OknT69GlNnz7d15cAAAAAACXKp+CVk5OjTz75RJJUvXp1DRw4MF+b8PBwDRs2TJKUkZGh2bNn+1TQpEmTlJ2dLUl65513FBISkq/Nww8/rKioKEm5Z9YAAAAAoDTzKXitWrXKPNvVs2dPBQYGumzXq1cvc9mX67Dsdrvmzp0rSWratKlatmzpsl1AQIB+/fVX/fnnn/rwww9lGIbX+wAAAACAkubTdPK7d+82l3v06OG2XXR0tFq0aKEtW7Zow4YNXve/Y8cOHT16VJJ09913y2azuW3bqFEjr/sFAAAAAH/y6YxXXiiSpDp16nhsGx0dLUk6fvy4UlJSvOp/+/bt5nL9+vXN5YSEBK1cuVIbN25UZmamDxUDAAAAgP/5FLyOHTtmLleuXNlj2ypVqpjLjoHNE8czatWrV9dvv/2mNm3aKCoqSh07dtQ111yj8uXL69prr9WSJUt8KR0AAAAA/ManoYaOAcoxWLniuD4jI8Or/lNTU83lH3/8UW+99Va+Njk5OdqwYYO6d++ugQMHKi4uTgEBBedHwzB05swZr+pwJTQ0VKGhoYXeHgAAAEDRZGVlKSsrq9Db+3NuCJ+Cl2NwKVu2rMe2jiHl3LlzXvWflpZmLr/11lsKCgrS0KFDdffdd6thw4ZKSEjQzz//rFdeeUVpaWl67733dNVVV5mzKHqSmJioihUrelWHK6NHj9aYMWMKvT0AAACAopkwYYLGjh3r7zIKxafgVa1aNXM5JSXF6fHFHK/rKiikmcUEOZezaNEi3XzzzebjRo0aqVGjRuratatatWqlnJwcvfbaa3rqqacUFhbmse+IiAjt3LnTqzpc4WwXAAAA4F8vvfSShg4dWujtY2JilJiYWIwVec+n4FWrVi1z+fTp0x6D1+nTp83l8uXLe9V/RESEudy/f3+n0OWoefPmeuSRR/Thhx8qNTVVS5cu1T//+U+PfdtsNoWHh3tVBwAAAIDSp6iX/3iaNd1qPk2uUbNmTXPZMVi5kpycbC5HRkZ61b9jsOvUqZPHttddd525vGfPHq/6BwAAAAB/8Cl4OQajzZs3u21nt9u1detWSVLt2rVVoUIFr/p3PONV0KyJ1atXN5fPnz/vVf8AAAAA4A8+Ba/WrVubyz/88IPbduvXrzennu/QoYPX/Tdo0MBcdrynlyu7du0yl709owYAAAAA/uBT8Mqb3EKSFi9e7DSc0NH3339vLvft29fr/uvXr6+YmBhJ0qxZs3T27FmX7XJycjR79mzzcZcuXbzeBwAAAACUNJ+ClyRzFpGsrCwNGTJEdrvdaf3GjRs1efJkSVK9evXUp08fn/ofPHiwJGn//v0aNGiQMjMzndbn5OTolVde0fr16yXlBruoqChfXwYAAAAAlBib4eNdxC5cuKCOHTtqzZo1knInwRgwYIDCw8O1Zs0aTZs2Tenp6bLZbJo/f7569uzptP2AAQP02WefSXJ9b6wLFy6offv2ZrCKiYnRvffeq8aNG+vgwYOaM2eOVq9eLSn3Oq81a9aoTp06buuNiopSQkKCIiMjFR8f78tLBQAAAHAZ8Wc28Gk6eUkKDg7W/Pnz1aNHD23cuFHLly/X8uXL87WZMmVKvtDlbf+LFi1Sjx49tGHDBu3cuVMjR47M165BgwaaO3eux9AFAAAAAKWBz0MNpdxp5VetWqWpU6eqffv2qly5skJCQlS3bl099thjWr9+vQYOHFjoomrUqKHVq1frgw8+ULdu3VS9enUFBQWpatWq6tatm6ZPn66tW7eqadOmhd4HAAAAAJQUn4caXmoYaggAAABA8m82KNQZLwAAAACA9wheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGCxIH8XUFKSkpLUpEkTl+tiY2MVGxtbwhUBAAAAKG5xcXGKi4tzuS4pKamEq/kfm2EYht/2XgKioqKUkJCgyMhIxcfH+7scAAAAAH7iz2zAUEMAAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsFiQvwsoKUlJSWrSpInLdbGxsYqNjS3higAAAAAUt7i4OMXFxblcl5SUVMLV/I/NMAzDb3svAVFRUUpISFBkZKTi4+P9XQ4AAAAAP/FnNmCoIQAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYLEgfxdQUpKSktSkSROX62JjYxUbG1vCFQEAAAAobnFxcYqLi3O5LikpqYSr+R+bYRiG3/ZeAqKiopSQkKDIyEjFx8f7uxwAAAAAfuLPbMBQQwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACwWVNQOkpOTtX//fqWlpSkiIkL169dXQAB5DgAAAADyFDoh7dmzRz179lS1atXUunVrde3aVY0aNVLdunU1adIk5eTkFGedkiTDMHT77bfLZrNpwIABxd4/AAAAAFihUMFrxYoVatWqlRYuXJgvYB05ckTDhg3T7bffXuzh67333tPcuXOLtU8AAAAAsJrPwevkyZPq27evzp49q4CAAI0bN05HjhxRenq6lixZolatWkmSFixYoHHjxhVbodu2bdPQoUOLrT8AAAAAKCk+B6+JEyfq1KlTkqQpU6Zo5MiRioqKUlhYmLp27aqlS5eqbt26kqRJkybpxIkTRS7y7Nmz6t+/vzIzM4vcFwAAAACUNJ+CV05Ojj755BNJUvXq1TVw4MB8bcLDwzVs2DBJUkZGhmbPnl3kIocOHart27erVq1aRe4LAAAAAEqaT8Fr1apV5tmunj17KjAw0GW7Xr16mcuLFi0qQnnSd999p/fff182m00zZ84sUl8AAAAA4A8+Ba/du3ebyz169HDbLjo6Wi1atJAkbdiwoZClSYcOHdJjjz0mSRo+fLi6d+9e6L4AAAAAwF98Cl5Hjx41l+vUqeOxbXR0tCTp+PHjSklJ8bmw7Oxs3XfffUpJSVGbNm2KdaIOAAAAAChJPgWvY8eOmcuVK1f22LZKlSrmsmNg89a4ceO0cuVKlS9fXl9++aVCQkJ87gMAAAAASoMgXxo7BijHYOWK4/qMjAyfilq6dKlee+01SdK0adNUv359n7Z3xTAMnTlzptDbh4aGKjQ0tMh1AAAAACicrKwsZWVlFXp7wzCKsRrf+BS8HINL2bJlPbZ1DCnnzp3zeh+nTp3S/fffL8MwdN999+mBBx7wpUS3EhMTVbFixUJvP3r0aI0ZM6ZYagEAAADguwkTJmjs2LH+LqNQfApe1apVM5dTUlKcHl/M8bqugkJaHsMw9MgjjyghIUH16tXTtGnTfCnPo4iICO3cubPQ23O2CwAAAPCvl156SUOHDi309jExMUpMTCzGirznU/ByvI/W6dOnPQav06dPm8vly5f3qv+4uDgtWLBAgYGB+uqrrxQeHu5LeR7ZbLZi7Q8AAABAySrq5T82m60Yq/GNT8GrZs2a5rJjsHIlOTnZXI6MjPSq/7wbL/fo0UPJycn66aef3LZNSEgw11eoUEHXX3+9V/sAAAAAgJJW6DNemzdvVvv27V22s9vt2rp1qySpdu3aqlChglf9510o98MPP+iHH37w2PbXX3/Vr7/+Kklq2bKlNm3a5NU+AAAAAKCk+TSdfOvWrc1lT8Fo/fr15tTzHTp0KGRpAAAAAHB58Cl4NWrUSI0aNZIkLV682Gk4oaPvv//eXO7bt6/X/RuGUeBPnoceesh8jrNdAAAAAEozn4KXJHMWkaysLA0ZMkR2u91p/caNGzV58mRJUr169dSnT58iFwkAAAAAlzKfg9fDDz+stm3bSpJmzZqlrl27asaMGfruu+/0wgsvqFOnTsrMzJTNZtM777yjkJAQp+0HDBggm80mm83GfbEAAAAA/C34NLmGJAUHB2v+/Pnq0aOHNm7cqOXLl2v58uX52kyZMkU9e/YstkIBAAAA4FLl8xkvKXda+VWrVmnq1Klq3769KleurJCQENWtW1ePPfaY1q9fr4EDBxZ3rQAAAABwSbIZjjNWXIaioqKUkJCgyMhIxcfH+7scAAAAAH7iz2xQqDNeAAAAAADvEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGJB/i6gpCQlJalJkyYu18XGxio2NraEKwIAAABQ3OLi4hQXF+dyXVJSUglX8z82wzAMv+29BERFRSkhIUGRkZGKj4/3dzkAAAAA/MSf2YChhgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgsSB/F1BSkpKS1KRJE5frYmNjFRsbW8IVAQAAAChucXFxiouLc7kuKSmphKv5H5thGIbf9l4CoqKilJCQoMjISMXHx/u7HAAAAAB+4s9swFBDAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYkH+LqCkJCUlqUmTJi7XxcbGKjY2toQrAgAAAFDc4uLiFBcX53JdUlJSCVfzPzbDMAy/7b0EREVFKSEhQZGRkYqPj/d3OQAAAAD8xJ/ZgKGGAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWCyoqB0kJydr//79SktLU0REhOrXr6+AAPIcAAAAAOQpdELas2ePevbsqWrVqql169bq2rWrGjVqpLp162rSpEnKyckpUmGpqamaNGmSbr/9djVr1kzlypVTgwYN1LdvX7311lvKzMwsUv8AAAAAUFJshmEYvm60YsUK/eMf/9DZs2fdtunVq5e+//57BQYG+lzUunXr1Lt3byUmJrptU79+fU2fPl033nijx76ioqKUkJCgyMhIxcfH+1wLAAAAgMuDP7OBz2e8Tp48qb59++rs2bMKCAjQuHHjdOTIEaWnp2vJkiVq1aqVJGnBggUaN26czwUlJSXptttuM0NXp06d9Oabb+rbb7/VG2+8oXbt2kmS9u3bpx49emjFihU+7wMAAAAASpLPZ7yGDx+uf//735Kkd999V7GxsU7rz5w5o5YtW+rgwYMKCwvTgQMHVK1aNa/7f+GFFzRx4kRJ0vPPP6/XX3/d6Zoxu92uiRMn6qWXXpIkxcTEaNu2bW6vK+OMFwAAAADpEjrjlZOTo08++USSVL16dQ0cODBfm/DwcA0bNkySlJGRodmzZ/tU0Ndffy1JqlWrlsaOHZsvUAUEBOiFF17QLbfcIknauXOnVq1a5dM+AAAAAKAk+RS8Vq1apVOnTkmSevbs6fb6rV69epnLixYt8rr/pKQkHT582Oy/bNmyLtvZbDb17dvXfLxhwwav9wEAAAAAJc2n4LV7925zuUePHm7bRUdHq0WLFpJ8C0VJSUnmcp06dTy2rVWrlrl87tw5r/cBAAAAACXNp/t4HT161FwuKBhFR0dry5YtOn78uFJSUlSpUqUC+69Zs6ZmzJghSWrfvr3HtmvXrjWXGzZsWGDfAAAAAOAvPgWvY8eOmcuVK1f22LZKlSrm8tGjR70KXtWrV9eAAQMKbJeQkKC4uDhJUrly5XT99dcXuA0AAAAA+Euhz3g5BitXHNdnZGT4WJZ7f/31l3r27Knk5GRJUmxsrKpWrVrgdoZh6MyZM4Xeb2hoqEJDQwu9PQAAAICiycrKUlZWVqG3L8QtjIuNT8HLMbi4m/gij2NIKY5rsLKysjR16lSNHj3avHFzly5dvL5XWGJioipWrFjo/Y8ePVpjxowp9PYAAAAAimbChAkaO3asv8soFJ+Cl+P9uFJSUjzenyslJcVcLiikeWIYhr7++muNGDFCBw8eNJ/v2bOnvvjiC5UpU8arfiIiIrRz585C18HZLgAAAMC/XnrpJQ0dOrTQ28fExCgxMbEYK/KeT8HLcSbB06dPewxep0+fNpfLly9fiNKk/fv364knntDixYvN56pWrapJkybpgQcekM1m87ovm82m8PDwQtUBAAAAwP+KevmPL/mhuPk0nXzNmjXNZcdg5UreNViSFBkZ6VNRhmEoLi5OzZs3N0NXuXLl9Morr+ivv/7Sgw8+6Nc3DQAAAAB84VPwcjzjtXnzZrft7Ha7tm7dKkmqXbu2KlSo4FNRb7zxhgYPHmxey3Xvvfdq3759evXVVzlrBQAAAOCS41Pwat26tbn8ww8/uG23fv16c+r5Dh06+FTQzJkz9dJLL0mSwsLCNH/+fM2aNcsp9AEAAADApcSn4NWoUSM1atRIkrR48WKn4YSOvv/+e3O5b9++Xvefk5OjUaNGSZKCg4O1ePFi9erVy5cSAQAAAKDU8Sl4STJnEcnKytKQIUNkt9ud1m/cuFGTJ0+WJNWrV099+vTxuu9ffvnFnLnw2Wef1XXXXedreQAAAABQ6vg0q6EkPfzww/r444+1Zs0azZo1S0eOHNGAAQMUHh6uNWvWaNq0acrMzJTNZtM777yjkJAQp+0HDBigzz77TFL+e2MtX77cXK5atap++uknr2pq3ry5zxN4AAAAAEBJ8Tl4BQcHa/78+erRo4c2btyo5cuXOwWmvDZTpkxRz549feo7KSnJXB4+fLjX282YMUMDBgzwaV8AAAAAUFJ8Hmoo5U4rv2rVKk2dOlXt27dX5cqVFRISorp16+qxxx7T+vXrNXDgQJ/7dQxeAAAAAHC5sBmGYfi7CCtFRUUpISFBkZGRio+P93c5AAAAAPzEn9mgUGe8AAAAAADeI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMWC/F1ASUlKSlKTJk1crouNjVVsbGwJVwQAAACguMXFxSkuLs7luqSkpBKu5n9shmEYftt7CYiKilJCQoIiIyMVHx/v73IAAAAA+Ik/swFDDQEAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYkH+LqCkJCUlqUmTJi7XxcbGKjY2toQrAgAAAFDc4uLiFBcX53JdUlJSCVfzPzbDMAy/7b0EREVFKSEhQZGRkYqPj/d3OQAAAAD8xJ/ZgKGGAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxQheAAAAAGAxghcAAAAAWIzgBQAAAAAWI3gBAAAAgMUIXgAAAABgMYIXAAAAAFiM4AUAAAAAFiN4AQAAAIDFCF4AAAAAYDGCFwAAAABYjOAFAAAAABYjeAEAAACAxYL8XUBJSUpKUpMmTVyui42NVWxsbAlXBAAAAKC4xcXFKS4uzuW6pKSkEq7mf2yGYRh+23sJiIqKUkJCgiIjIxUfH+/vcgAAAAD4iT+zAUMNAQAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbwAAAAAwGIELwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiBC8AAAAAsBjBCwAAAAAsRvACAAAAAIsRvAAAAADAYgQvAAAAALAYwQsAAAAALEbwAgAAAACLEbyAYpKVlaUxY8YoKyvL36XgMsexhpLCsYaSwrGGvwObYRiGv4uwUmRkpBITExUREaGEhAR/l4PL2JkzZ1SxYkWlpqYqPDzc3+XgMsaxhpLCsYaSwrGGkuLPbMAZLwAAAACwGMELAAAAACxG8AIAAAAAixG8AAAAAMBiQUXtIDk5Wfv371daWpoiIiJUv359BQQUX55LT0/Xvn37lJycrBo1aqhBgwYKDg4utv4BAAAAwGqFTkh79uxRz549Va1aNbVu3Vpdu3ZVo0aNVLduXU2aNEk5OTlFKuzo0aO6//77Va1aNbVq1UrdunVT06ZNFRERoZdfflmZmZlF6h8AAAAASkqhgteKFSvUqlUrLVy4MF/AOnLkiIYNG6bbb7+90OFr9+7datGihWbNmpUvYJ08eVLjx49X586dlZGRUaj+AQAAAKAk+Ry8Tp48qb59++rs2bMKCAjQuHHjdOTIEaWnp2vJkiVq1aqVJGnBggUaN26czwVlZWWpV69eOnnypCRpyJAh2rdvn86ePavVq1ere/fukqQ1a9Zo0KBBPvdfmsTFxfm7BLeo7fJSmt8zaru8lOb3jNouL6X5PaO2y0tpfs+o7RJj+Oj55583JBmSjHfffTff+tTUVKNu3bqGJCMsLMw4fvy4T/3HxcWZ/Q8bNizf+vPnzxtt27Y1JBk2m83Ytm2bx/4iIiIMSUZERIRPdZSEmJgYf5fgFrX5LjU11ZBkpKam+ruUfErre2YY1FYYHGuFQ22+41grHGrzHcda4VCb7/yZDXw645WTk6NPPvlEklS9enUNHDgwX5vw8HANGzZMkpSRkaHZs2f7FAQ//PBDSVJQUJBefvnlfOuDg4M1atQoSZJhGJoxY4ZP/QMAAABASfMpeK1atUqnTp2SJPXs2VOBgYEu2/Xq1ctcXrRokdf9JyQkaNOmTZKkzp07q1KlSi7bde/eXWFhYT73DwAAAAD+4FPw2r17t7nco0cPt+2io6PVokULSdKGDRuKvf8yZcqY13rt2rWLSTYAAAAAlGo+Ba+jR4+ay3Xq1PHYNjo6WpJ0/PhxpaSkWNa/JO3du9er/gEAAADAH3wKXseOHTOXK1eu7LFtlSpVzGXHQOXP/gEAAADAH4J8aewYcByDjyuO670dCmhF/ydOnJCUG+oiIyO9qsMVm81W6G3dSUpKUlRUVLH3WxyozXeGYUiSYmJiLDleiqK0vmcStRUGx1rhUJvvONYKh9p8x7FWOH/X2vKOl8LIO9GTlxFKkk/B68yZM+Zy2bJlPbYNDQ01l8+dO+e3/vNu4my325WYmOhVHSUpISHB3yW4RW2FUxqPM6l0v2fUVjgca76jtsLhWPMdtRUOx5rvqK1w8jJCSfIpeFWrVs1cTklJcXp8McfrugoKUe7698Tb/suUKaPMzEwFBgZ6rLcgpe1/XwAAAIC/o6Kc8Tpx4oRycnJUpkyZYqzIOz4Fr1q1apnLp0+f9hhkTp8+bS6XL1++UP174m3/zHgIAAAAwN98mlyjZs2a5nJBwSg5Odlc9vbaqsL27zjDIQAAAACUNj4FL8czUps3b3bbzm63a+vWrZKk2rVrq0KFCsXavyRt2bJFkhQYGKgGDRp41T8AAAAA+INPwat169bm8g8//OC23fr1680ZQzp06OB1/82bN1dwcHCB/SclJWnNmjWSpDZt2igkJMTrfQAAAABASfMpeDVq1EiNGjWSJC1evNhpuJ+j77//3lzu27ev1/2Hh4erW7dukqQdO3Zo165dLtvNmzfPvKjOl/4BAAAAwB98Cl6SNHToUElSVlaWhgwZIrvd7rR+48aNmjx5siSpXr166tOnT6H6l6SnnnpKmZmZTusPHTqkUaNGScoNao8++qiPrwAAAAAASpbN8HE+xgsXLqhjx47mUL9OnTppwIABCg8P15o1azRt2jSlp6fLZrNp/vz56tmzp9P2AwYM0GeffSZJGj16tMaMGeO03jAM3XnnneZZs5YtW2rgwIEKCwvTypUrNXv2bHMq+XfffVexsbGFed35pKena9++fUpOTlaNGjXUoEEDc9gj/l6Sk5O1f/9+paWlKSIiQvXr11dAgM//RwEUiGMNJaUkjrX4+HgdPnxYoaGhiomJUbly5Yq1f1warD7W7Ha7Dh06pCNHjujKK69UZGQkt/yBJSzJBkYhHD161GjVqpUhyeVPcHCwMX36dJfbPvTQQ2a70aNHu2yTlpZm3HjjjW77l2SEh4cb//73v43s7OzCvARTYmKicd999xllypRx6r9q1arGiBEjjHPnzhWpf1w6du/ebdx2221GYGCg07EQHR1tvPnmm0U+1lJSUow333zT6Nu3r9G0aVOjbNmyRv369Y0+ffoYkyZN4lj7G7H6WHPFbrcbffv2NSQZDz30ULH3j9LJ6mPNbrcbM2fONK6++mqn/m02m9GtWzdj69atxfRKUNpZfazt37/fuOuuu4yyZcs69V++fHnj8ccfN5KSkorpleBS8+6773rMFb6yMhsUKngZhmFkZWUZU6dONdq3b29UrlzZCAkJMerWrWs89thjxpYtW9xu503wMgzDyMnJMUaMGGEEBAR4DGC9evUq9Id5165dRtWqVT3237ZtWyM9Pb1Q/ePSsXz5cqNcuXKWHWtr1641IiIiPPZfv35947///W8xvzKUNlYfa+5MmzbN7J/g9fdg9bGWk5NjPPjggx77DwwMNBYuXFjMrwyljdXH2rfffmuEhoYW+B/yy5cvL+ZXhktBu3btii14WZ0NCh28rHbixAmjSpUqhiQjICDAGDdunHHkyBEjPT3dWLJkidMZt1GjRvncf2ZmptGwYUOzjyFDhhj79u0zzp49a6xevdro3r27ue7BBx+04BWitLD6WDt27JhRo0YNs49OnToZb775pvHtt98ab7zxhvkHI+9sMf9wXL6sPtbc2bp1q9P/3BG8Ln8lcayNHDnS7OP66683fvvtNyMtLc04ePCgMX78ePOLcuXKlY0jR44U8ytEaWH1sbZ3716jQoUKhiSjbNmyxrhx44zdu3cb6enpxrZt24xnn33WPMsWFRVlnDx50oJXidLqk08+8eqEjjdKIhuU2uD1/PPPmy/u3Xffzbc+NTXVqFu3riHJCAsLM44fP+5T/3FxcWb/w4YNy7f+/PnzRtu2bc0hE9u2bSv0a0HpZvWxNnz4cLP/559/3sjJyXFan5OTY0yYMMFsExMTk68NLg9WH2uuZGRkGE2bNnX63zqC1+XP6mPtr7/+MoKCgsz/TMrKysrX5qOPPjJrGDFiRKFfC0o3q4+1Rx991Ox/1qxZLtv861//Mtu8+uqrhXoduHSkpKQYy5cvNx5++GEjODi42IJXSWSDUhm8srOzzf89qV69uttT03ljOiUZU6dO9WkfeePRg4KCjOTkZJdtFi5caPb/3HPP+foycAkoiWOtdu3ahiSjVq1axtmzZ122sdvtxi233GLuY+XKlT6/FpRuJXGsufLkk0+axx/B6++hJI61QYMGmdtu3LjRZZucnBwjKirKkGQ0a9bM15eBS0BJHGvNmzc3JBnVqlUz7Ha7yzapqalOQxpx+WrTpo3bIYBFDV4lkQ1K5fRZq1at0qlTpyRJPXv2VGBgoMt2vXr1MpcXLVrkdf8JCQnatGmTJKlz586qVKmSy3bdu3dXWFiYz/3j0mH1sZaUlKTDhw+b/ZctW9ZlO5vN5nRPug0bNni9D1warD7WXPnuu+/0/vvvy2azaebMmUXqC5cOq481u92uuXPnSpKaNm2qli1bumwXEBCgX3/9VX/++ac+/PBD8/6buHyUxN+1PXv2SJKio6Pdzl4YHh6uypUrO7XH5en48eOW9FtS2aBUBq/du3ebyz169HDbLjo6Wi1atJDk2xdVb/svU6aMunfvLknatWuXMjIyvN4HLg1WH2tJSUnmcp06dTy2rVWrlrl87tw5r/eBS4PVx9rFDh06pMcee0ySNHz4cPNvGS5/Vh9rO3bs0NGjRyVJd999t8epvBs1aqR27dqpXbt2TPl9GSqJv2t5/zbu2rVLWVlZLtskJCTo9OnTkqSIiAif+selZffu3Tp37pz5s2vXrmLrN4+V2aBUBq+8P+hSwV9Wo6OjJeUm4Lz7e1nRvyTt3bvXq/5x6bD6WKtZs6ZmzJihGTNm6I477vDYdu3ateZyw4YNveoflw6rjzVH2dnZuu+++5SSkqI2bdpo3LhxPveBS5fVx9r27dvN5fr165vLCQkJWrlypTZu3KjMzEwfKsalqiT+rj300EOSpLNnz+rFF1/Md+Y0OztbTz/9tPn4/vvv97pvXHpCQ0NVpkwZ8yc0NLRY+i2pbFAqg9exY8fM5bxTx+78v/buLSSKL44D+Nd0RWzzwb9uRhYlilmYlVlYIWIX9CHB6CHT0sQHSeqppCyMSgjzQmWbFXSRMBNLUukiaAkpdEEpDbuXD0lKhZVUJK3n/xA7jOVlVz3jrH4/sHByjr+ds/2cnd/O2TP//fef0la/aOMZnxyH7FwwmUxITk5GcnIyAgMDB+3X0dEBs9kMAHB3d8fKlSttik+OQ8vjzqFDh9DY2Aij0YjLly/D1dXV7hjkuGTnmvqTYZPJhLt37yIsLAy+vr5YtWoVlixZAqPRiNDQUNy5c8fOvSdHosVxLTMzE9HR0QCAY8eOISIiAoWFhaioqEB+fj4WL16Ma9euAQBSUlKUQo3IHlq9R7vYt1vaUA9CPbiBqLfberlPdnxyHHrIhTdv3mD9+vXo7u4GAKSnp8PLy2vM4pM+aJVr9fX1yM7OBgCcOnWq3xUJmhxk59rXr1+V9s2bN1FQUPBPH4vFgubmZqxevRppaWkwm82YMkWXn/XSKGhxXHN1dUV1dTUyMzORm5uLhoYGNDQ0/NOvsLAQ6enpnNJKI6LVe7Quj4Lfvn1T2oMtRmClvsRo6/diZMcnxzGeufDr1y/k5eVh4cKFePbsGQAgMjKS08ImKC1y7fPnz0hMTIQQAgkJCdiyZYv9O0oOT3au9fT0KO2CggK4uLggIyMDTU1N6OnpwfPnz3H8+HFMmzYNAHD69OkBizNyfFq9h5aVlQ27QFBhYSHq6ursiktkpVUu67Lw8vb2VtrDzQNWbx/uhdIqPjmO8cgFIQRKS0sxb9487N69Gz9+/ADwZ0WoyspKuLm5jTg26ZfsXBNCICUlBR0dHZg7dy5OnTo1kt2kCUB2rrm49J8sc+PGDeTk5ChTDAMDA7Fz5040NjYqq9xlZ2dz1sgEpMV7aE5ODhITE9HZ2Qk/Pz9cvHgRr169wvfv39HW1oYTJ07AZDLh5cuXiI6OxpUrV+wdBpFm54O6LLzUq7tZV6kZjHq70WjURXxyHFrnwtu3b7F27Vps3rwZ7e3tAAAvLy8UFxejsrISHh4eI4pL+ic718xmM6qqquDs7IzS0lLm0iQmO9fUq8Zt2rQJ69atG7BfcHAwUlJSAPyZnlhfX29TfHIcsnOttbUVe/fuBQDMnz8fLS0tSEpKgr+/P9zd3REUFIQdO3bg8ePHMJlMsFgsSE1NxcePH0cwGprMtDof1GXh5ePjo7SHG7z1ezEAMHPmTKnx1auY0MQgO9eshBAwm80IDg5WpkK4u7tj//79ePPmDbZu3cp56ROc7FzbtWsXgD/L4HZ3d+P27dv/PKw6OjqUnzU2NtozDHIAsnNNfYISERExZN/ly5crbd5faeKRnWvnzp1TVjHMz89X7p/0txkzZuDAgQMA/nznprS01Kb4RFZa1Qa6XFxDfVB/8uQJwsPDB+zX19eH1tZWAMDs2bOV+eT2xo+Pjx+0b0tLCwDA2dkZAQEBNsUnxyE716xycnKUT+0AYPPmzcjLy+v3/DSxyc416/1tqqurUV1dPWTf2tpa1NbWAgBCQkKUm0bSxCA719RXvIZb/ctkMint3t5em+KT45Cda+qlusPCwobsu2zZMqXNIp/spVVtoMsrXkuXLlXaQ51ANDU1Kcs/rlixwub4wcHBMBgMw8bv6urCw4cPAfz5g+eSzBOP7FwDgEuXLilF19SpU1FZWYmSkhIWXZOMFrlGBMjPNfWJhvqeXgNR39zU3pkCpH+yc0193qVe/GAg6u1jdW8nmjy0qg10WXgFBgYq9zyqq6vrd0lPraKiQmnHxcXZHN/DwwNRUVEAgLa2tkHven39+nXlErc98clxyM41i8WCrKwsAIDBYEBdXR1iY2NHscfkqGTnmhBi2IdVUlKS8jNe7Zp4ZOeav78/goKCAAAlJSXKAkF/s1gsKCsrU/4dGRlp83OQY5Cda4sWLVLaNTU1Q/ZVT6cOCQmx+TmIAA1rA6FTZ86cEQAEAJGQkCAsFku/7c3NzcLNzU0AEHPnzhW/fv2yK35NTY0SPzIyUvz8+bPf9vb2dmEymQQA4eHhIT59+jTqMZE+ycy1mzdvKrEzMjLGetfJwcg+rg3H+txJSUljGpf0R3aumc3mfvn093vo79+/xZ49e5Q+cXFxox4T6ZPMXHv9+rUwGAwCgDAajeLRo0cD9quurhZTpkwRAISnp6f48uXLqMZEjuPdu3dK/h04cGBUsbSoDXRbePX29oply5YpL0BERIQ4f/68uHr1qsjIyBBGo1EAEE5OTqKqquqf309KShryP6Kvr09s2LBB6RMSEiKKiopERUWFOHjwoPD29la2nTx5UoMR03iRmWvqE4+jR4+KW7du2fR4//69RqMnLck+rg2HhdfkITvXent7RWhoqNInKChIHD58WJSXl4vc3FyxfPlyZZvJZBLt7e0ajJrGg+xcO3LkiLLdyclJJCQkCLPZLK5duyby8/NFTEyMsh2AKC0t1WDUpBf2FF56qA10W3gJIcSHDx/E4sWL+/1BqR8Gg0EUFRUN+Lu2nKD09PSINWvWDBofgNi3b5/o6+uTOErSA1m5tm3btiHza7DHhQsX5A+axoXs49pQWHhNLrJzrbOzUyxZsmTIY1lAQIB4+vSpxFGSHsjMtb6+PmE2m4Wnp+eQuTZr1ixRXl4ueaSkN2NZeAkhvzbQ5Xe8rHx8fHD//n0UFhYiPDwcnp6ecHV1xZw5c5CamoqmpiakpaWNOL7RaERNTQ2Ki4sRFRUFb29vGAwG+Pr6Ij4+Hvfu3UN2djaX+Z4EZOVaV1eXhL0lRyb7uEZkJTvXpk+fjgcPHuDs2bOIioqCyWSCi4sLvLy8EBUVhaKiIrS2tmLBggVjOCrSI5m55uTkhO3bt+P169fIyspCTEwM/Pz84ObmhsDAQMTGxiIvLw8vXrzAxo0bx3hkNNnIrg2chFB945qIiIiIiIjGnK6veBEREREREU0ELLyIiIiIiIgkY+FFREREREQkGQsvIiIiIiIiyVh4ERERERERScbCi4iIiIiISDIWXkRERERERJKx8CIiIiIiIpKMhRcREREREZFkLLyIiIiIiIgkY+FFREREREQkGQsvIiIiIiIiyVh4ERERERERScbCi4iIiIiISDIWXkRERERERJL9D9MGYlc5UNjQAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "### In-frame\n",
    "hep.style.use(\"CMS\")\n",
    "fig, ax  = plt.subplots()\n",
    "hep.cms.label(\"Preliminary\", loc=2, ax=ax);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "97fdace3-96e9-46f7-8db9-189e40cf916f",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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s375dW7Zs0e+//6709HRVqVJFdevWVbt27ZSSklKktrndbn377bdau3atDh8+rNtvvz2s+3WBM40xxglCN9xwQ9DvpL/85S/FHnX1559/do4/69Spo7vvvjtg2XvvvVdjx4517sNeuHChbr755mKtv7S68cYbNXz4cBljlJWVpe+//z7gs2Q9ed7fdd111wW8N+yWW27R7NmzNXv2bO3YsSOsE5xWRbxzYxT16NEj4D1M8+fPj1g7gt3jtWXLFrNlyxafv7tcLnPgwAGfugr6KHv+3HLLLcYYE/Y9XsYY8+CDDwa9Dy7Un7p165rBgweb//u//zNHjx4t9ns2e/Zsr/o//vjjYtfp6f/+7/+curt16+Yzf/Hixc78YcOGGWOM+eyzz0yTJk38vv7777/f5OfnO8vPnTvXtGjRwqdcmTJlzMiRI01eXp7fdv3nP/9xynbp0qXQ1/HNN9845Tt16uQz37NfdVJSUsB63G63WbBggenTp4/Tl93fT48ePcx3333ns/zx48dNXFxc0G2kTZs2XuurVauWM2/z5s0B2/bbb7+Ze++91yQmJvqtt3r16ubll1/2ev/9ueSSS4wkExsba44dO2YOHTpkHn30UVO9enW/9fbt29dkZmYGrTMUbrfbVKlSxal35MiRYS0/depUr3ad+l498sgjzrylS5ea7Oxs86c//cnr3tF7773Xb7veffddc/HFFwf8n918881m27ZtQdv397//PehrmzJlijP/zjvv9Jn//vvvO/MnTpxo3G63mTZtmklKSvJpT2xsrHnyySe9XsPUqVNNvXr1fMpWqFDBTJw4MWC7C9sHeH62Ro0aZYwxZuHCheYPf/hDwO3wnXfeCfpeGWNMfn6+mTt3rrM9+vuJiYkx/fr1M2vWrAlYz6FDh0xMTIyRZK655hpjzMl9VMOGDb3qysjIMH/+8599vi8Kc+edd3rt34DT1cKFC51t+fvvvw9aNthxlBTaPV7vvPOOUz6U+8kuv/xyp/zzzz8f8usKVUne47Vr1y7zwQcfmBdffNE8//zzZtasWebXX38Neflu3bo5bRk8eHCh5Q8ePGji4+OdZb799tuAZXNyckzFihWNJPPEE0+E3Cbbzqrgdd555wX88CxdujRi7SgseLndblO7dm2feV9++aVPXZ4brefBijFFC17Hjx83V111VdAdTbg/CQkJZtSoUebgwYNFfs+WLl3qVWe9evVK9H82duxYp25/g3ZMnDjRmf/mm2+av/71r4W+7okTJ5rc3FwzcODAQsu+9NJLftv1j3/8wynz17/+tdDX8cwzzzjlhwwZ4jP/3//+tzO/b9++fus4cuSIuf7660P+/5YrV87nxMWaNWsKXe7WW291ym/bts35e40aNfzeDOt2u82rr77q7EgL+7nlllsChq+8vDynnlatWpklS5b4PbA/9adHjx6FBrrCnDrIz4cffhjW8p4DVzRp0sRnfvfu3Y10MmisXbvW7/7m7bff9lpm69atpmfPniH/v7/++uuA7bviiiucsrNmzfKZf9dddznz09LSfOYPGzbMmf/555+bG2+8sdA2zZ071xw4cMBceeWVhZadPXu233YXtg/w/Gy9//775v777w/p/frmm28Cvld79uwJGNz8/VSrVs2sXr3ab13ffvutU278+PHm0Ucf9Vm+QYMGxhhjnnrqKedvXbt2Ddi+Aj/99JNTvkqVKmb37t2FLgOUVoMGDTLSyZMjhe3Pt23bZlasWOH18/rrrzufh1CC14svvuiUDyVceA5GNWHChJBfV6hKInht3LjR9O3b1znZc+rP5ZdfHvR7osDkyZOdZWrVqhXwJHSBDz74wClfu3btQssXDD7XokWLsF6fTWdV8Dr33HMDfqFt3LgxYu0oLHgZY8x1113nM2/s2LFe9Zw4ccJnJBxJ5qeffjLGFC14FdT7yCOPmNjY2JAPCEL5adKkSZFHYDt69KjXFRHp5FXAXr16mWnTppm9e/cWqd4Cf/zjH516/R0I33777c78du3aGUkmLi7OXH/99eb55583zz33nM8BVKNGjZwDwYK2jhkzxkyaNMn07t3bq2ygEdT69OnjlHnvvfcKfR2e282//vUvn/megdHzSkEBt9ttbr31Vq+2nXvuuWbEiBHmlVdeMa+88ooZOnSoqVmzpleZjh07etUzb948c+6555pzzz3X60pLSkqK83fPg+4PP/zQKfPHP/7R72s7ddTDChUqmAEDBpgJEyaYF1980dx1112mfPnyXmUCfWl5BsNGjRo5Iax8+fLmmmuuMaNGjTKTJk0yt9xyi88Vv1C+TIKZPn26V32//fZbyMt6jkjp7/Xl5eWZSpUqGUkmOTnZ1KhRw+sLdsiQISYtLc3rwHnbtm0+V4guuugi8+CDD5opU6aY0aNH+/QWqFWrlsnIyPBpn9vtNlWrVnXKpaen+5Rp1aqVz77Kk+doVQWftYSEBHP77bebl19+2Tz11FOmbdu2Pu09//zznc/lddddZ8aPH29eeOEFn5NTgUZRLGwf4PnZKmhXwRf6vffeayZNmmRGjx7tNTKi5P/qmTEn97On7jPatWtnRo4caaZMmWJeeuklc++995rKlSt7lbnhhhv81lcwipckrxFq69SpY2666SYzduxY85///McY431VsSCMBeJ2u73aGegkEXC6aN68uZFkrr766iIt73n1O5TgtXXrVvPNN9+Yb775JmhvjgItW7Z06p85c2aR2hhMcYPXvHnzfL5r/f24XC4zadKkoHXt2rXL6xgh2IkqY4y55ZZbnLL+Ti6f6umnn3bKZ2VlhfMyrTmrgpfnl+WpP5EckjmU4DVhwgSfeVdddZVXPStWrPApU758eXP8+HFjTNGDV4HffvvNDBkyxG+3naL+1KlTx+zYsaNI75vn5fpTf2JiYkzXrl3N+PHjzcqVK8MaPtTtdnsdoPrrStW0aVOv9Z1//vlm7dq1PvV4ns0v+GndurVZvHixT52pqale5U7tSnrqlc9Qdth169Z1ym/YsMFnvudBrb/h2r/66iuvNj355JN+zwjm5OR4dYdwuVx+u5Tm5uY63QJiYmL8dpc1xrvL7KknGIzx7p4mnbxatm/fPp9yv/zyi1f3z6pVq/o8zsEYY958802f/1P37t3Npk2bfMp+9NFHXuWKewbSsztv5cqVQ95W58+f7xV4k5KSzKFDh7zK/Pzzzz6vq02bNgG70xw+fNjr/WrTpo356quv/Jb94IMPvELo3Xff7VNm06ZNXp/1Ux08eNCpo2zZsiY3N9dr/okTJ3y+0C+//HKfz2ReXp7PsPqSzB/+8Aeffbnb7TbXXHONU+acc87xaVco+wDPz5YkU7FiRTNp0iSfz0dOTo7X4ysSExP9fobeeOMNr/3X22+/7Xdb2L17t9d3V6AuwjfccINX+2JjY80jjzxiDh8+7FPWs+t0XFxc0LP+nidFmjdv7ny/AKejHTt2ONvz6NGji1RHuMErHJ69UqpUqeKzjy8JxQley5cv97qNoH79+mbMmDHm448/NrNnzzajR4/26d785ptvBq3Ts6dCsCuCubm5XrcYBOtmWGD+/PlO+XB7l9hyVgWvgi44/n6WLFkSsXaEErz++9//+syrUqWK1xfkq6++6vfAo0Bxg1cBt9tt1qxZY5555hlzySWXeD1Lqyg/1113XZHfu7S0tJCuxCUlJZk//elPhfbfNsZ43VNXq1Ytn4Offfv2edXdpEkTvwf9xhjzww8/eJWtV69ewLMsnt0nY2NjfQ5+PLvfVa9evdAD9MzMTK8D+lPrO/UKqb+rhJ7PhLvjjjuCrs/zy6dq1ap+2/fjjz86Zdq1axewLs/7W/7v//7Pa97WrVu92v3QQw8FfS8+//xzr//BypUrfcp43uMiyfTr1y9onZ4H0kX9si7geQ/VpZdeWmj5jRs3miFDhni11+Vy+b3ydur9X+3bt/cbPAuMHDnSKduhQwezf//+oG0ZPHiwU95fsHrvvfec+X369PGZ77nNXHjhhT7zV65c6dX+iy++OGD7PdclyVxwwQUmJyfHb1nP8Hzuuef6zC9sH+D52ZJOhpUff/zR77qMOXlGuKBsTEyM32cgFlyhk2Qef/zxgHUZ4/1/Pf/88/2WOfV7ZcaMGQHry8rK8iob6GTYsWPHvA6iPvvss6DtBEo7z6u9oT4/8VQlFbxOnDhhdu3aZTZs2GA+++wzc9ttt3k94/D1118vct3BFDV45efnmzZt2jjL3nPPPX5P7Bw+fNjce++9Trlq1aoF7ZX09ttve+1/A3Uf9Pxur1OnTqHdDI0xZv/+/c4y/p73FQ1n1XDy55xzTsB5Bw4ciGBLCnf++ef7jMyWnZ2tjRs3Or8vXrzYZ7miDCNfGJfLpdatW2vEiBFasGCBDh06pFWrVunNN9/U/fffrw4dOoT1xPGZM2c6T00P1+DBg7Vlyxb97W9/CzqiXmZmpt5880117dpVf/jDH/T7778HLOv5mIFOnTr5jMLmOQqgdPJ5E8G2JU/vv/9+wFHnPJ/vVq9ePZ/h8T3bdeGFFxY6Opxn+Y4dO/rUt379eh05ckSSdO6556pq1ao+dVSuXFl9+/ZV3759NXLkyKDrO3HihDN9/vnn+22f52ic/h6TIJ0crS7YSIvDhg1z2t2zZ089++yzQd+LK6+80mv0Os9RFQt4vlf169fXW2+9FbROzxHlGjRoELBcYfLy8rR8+XLn96VLl6px48Z+fxo1aqTKlSurWbNmXqOclilTRv/617/UvXv3oK8rISFBM2bMCPgcwe3bt+v555+XdHLf+MUXXxQ6Ct/VV1/tTO/atcvnWTaFParg1M9asPnlypXTRx99FNJzEGNjY/Xxxx87z8A5lWcd/p7XWNg+4NTnrj377LN+21/Ac3upW7euz6hpx48fV/369dW3b1/169dPDzzwQMC6JN/P2qmysrK0bds25/c///nPQUetrFGjhtd7tX37dr/lJk6c6Ayd3atXL6//P3A6+u6775zpUJ+faMuQIUNUs2ZNNW/eXL169dL06dN1/PhxVa9eXVOnTtU999wT1fad6ssvv9SaNWsknTzWnDJliipWrOhTrmLFipoyZYrznb93717985//DFhvv379nH10VlaW1//I06xZs5zpYKMZeqpSpYpzrBio3kg7q4JXsKGEf/nllwi2pHDx8fFeD5cr4HkgW1IPTg5XbGys2rZtq7vvvluTJ0/WTz/9pH379umTTz7RkCFDlJCQEHR5Y4y++OKLIq8/JSVFTz31lH799Vdt3LhREyZMUI8ePRQXF+e3/Pfff6/OnTsHDHvhHAz+4Q9/8PuA6wK//vqrM92+ffug/4+VK1c60/7+157/32AHef7a6a98KM/veuutt5zhV/0Nie9p/vz5hbbPc3u9+OKL/ZZZv369cnJyJJ0MhNWqVXPmbdu2zdnZlilTRpMmTQrp+W2ezwpLT0/3mnf06FGvMPbEE08UGqQ9H1JcnGefrVu3TkePHnV+P3z4sH777Te/P1u2bNHBgwe9lm/atKn+85//6Pbbb/dbv+c28MADD6hJkyYB2/LGG2/o+PHjkqQRI0b4DeKn8gwUderUCRpQihu8brjhhqCPxfD8rPXu3dtvoCpQ2GctnHY1atSo0KBU2PZStmxZzZw5U7Nnz9asWbO8tnl/Cvuseb7v5cqV07PPPhu0PpfL5XUC4dTPiCTt3r1bTz75pKST+/wJEyYErRM4HRSchHW5XNYeL1FcV199tS699NJoN8PH9OnTnelRo0YFHYa/TJkyGjdunPP7t99+G7Cs5zO3JP8PU3a73ZozZ47ze7ATS6dKSkqSpKAn4CPprApewQ6Y/J0Vj7ZgD1I+cOCANmzY4DP/oosust4ufxITE3XNNddo0qRJ2rZtm/7yl78ELX/qVaSiatq0qYYNG6b58+drz549+uijj3T99df7XC3MzMzUgw8+6LeOcA66CnuehmdYKqys58FSYesN5QHfJRG8CmOMUXp6uiZMmOD1oMdA7Qvlilewdr/55pvOVZVevXqpRYsWIbXT8wrHqYFixYoVzoMay5cvr379+gWt68CBA86V5oSEhEIDaTCnXjkpTNmyZdWgQQP16dNH06dP1+rVq/1e6ZKkY8eOadWqVc7vwb6Y8vPz9eabbzq/p6WlBbzy5vnzxz/+0Vnm1KCTn5/vdTWvuAEnWp+1wubfdtttYV19DuWkiT9ut1u//fab/v73v2vGjBnO3/191jzXd/XVVysxMbHQ+j2Dl78rXqNGjXKC/9ChQ4u13QOlRcHztM4555yQTuLZ1LJlS1155ZW66KKLvHrGTJs2TY0bN9brr78exdb5WrRokaSTJ2L+8Ic/FFq+Y8eOzr7S34UCT5778I8//tjnYco//vijdu7cKenkSb9AJ3L9KTgGyM7OVm5ubsjL2XJWPUA50IGfdPIhdcXxr3/9S+vWrfP5e5kyZfSPf/yjSHUGC15Llizx6eZT1Acnl7SqVavqpZdeUnZ2tv71r3/5LbNnz54SX29iYqKuu+46XXfdddq9e7ceeughTZs2zZn/6aefavPmzV4PX87Ly9OyZcuc3089WDTGeB3UBNuGJO+dS2Flgx2c5eXlhfWgY7fbXWiwCid47dixQ6tWrdLmzZu9rsJs3rzZ6fbnyd/BZWZmpnOGqXbt2gG76AV7Hz7//HNnOtBVHn88H7Z96tUEz/X16dNHlSpVClrXTz/95HzWwu1W66+uArVq1dKOHTtK7AHDK1eudB5+3rRpU7Vp0yZo2YyMDOd3f1c8CnNq8PK8ctmoUSOf933Hjh3OAb5n948COTk5Wrt2rfN7sJNIxpiQP2unfob9fdaC7QNO/WzdeuutAddVIJyr1Vu3btXatWudz5fnFc9TDxIqVKjg9wHwp14pDEXDhg2d6VP//2vXrtVrr70mSapevbpGjRoVUp1AaVfwAPrCrjJHwl/+8hevk9QbN27UY489po8++kj5+fm67777VLVqVV133XVRbOVJJ06ccLod5+XlFdqz6VTZ2dnKz88P+P15zTXXqGLFisrJyXG6G3pe9fN8aPL1118fVmj2/F/v2rUr6g+QP6uCV9OmTVW9enW/B/3r16/X2rVr1bp16yLVPWHCBL9XzerUqVPk4OWvm9q6det04MCBEu9m+NZbb3ldwfD02GOPhf3kdJfLpUGDBgUMXrbPOtSoUUP/+te/VKZMGb399tvO31evXu0VvH7++WcnSDRp0sTn6kh6erpzlqVChQpBt4+jR486XZrKlCkTtP/48ePHtWLFCklSTEyMT9l169Y57WrcuHGh3cB+/fVX5z7F5ORk59J6gdzcXGf79Lc+6eQB6uzZs/Xss8/6vX+wQoUKatasmbp27aqkpCQ9+uijkk7en+Yv8J96tStQwAh0kHrkyBHnPZIU0hk26eSXgmfX4VOvknmuL5TuHJ7lQ7nyGIznAfxFF11UYqFL8m7nFVdcEbTub775ptjrOzVIh9PN0N89iMuXL5fb7ZZ0cl8dbJvfvHmzsx9PSkry6gJ5qu3btzuf4Vq1avmULWwf8Ouvvyo7O9tZvlmzZgHXJZ08QCkIcjExMbrgggt8yuTl5WnatGl68cUXnXsmPCUmJqpdu3a69NJL5Xa7nXvxOnTo4NO959RgefnllwdtXwHP4OV5xcsYo4ceesj5Xzz55JOF3vsHnC48r3iVNs2aNdMHH3yga6+91gkaY8eO1bXXXlui3xVFsX///mLXcejQoYD7kgoVKqhv377697//LUn64IMPnO9nY4zX/V3hdDOUvHu9ZGVlEbwiyeVyqV+/fnrjjTf8zp88ebImT54cdr179uzRzz//7HdenTp1wq6vQO3atdWwYUPnLIP0vzO9JR28YmJiAr6GVatWhR28JAUNKaH0rV60aJFzL0VSUpLmzp0bdhuGDBniFbxO3XkV1p3P82DyggsuCNqnecWKFc4Vh7Zt2wa80V86+Z4WhM/WrVv73KAa7sG+502j/s6wr1q1yrlBv2XLlj7rO3jwoAYMGODs7GNjY9WzZ0917txZF110kVq2bKmUlBTn/fP8nBTn/q4jR444B56xsbFq3769M2/dunXO+1m9evWQP0tr1qxxrrxUrVrVJ3iF24Uz3HvtAjl27JjXyZnihrhTnRpsgvHcridMmKBhw4YVe/3hBK/CPmuFvTfhfD5OLRvuPiDcQW7WrFmjY8eOSZJatWrlc2Z4x44duuGGG5xuOxUqVNDll1+uzp07q1OnTmrRooVq1arlrGfEiBHOsv62v02bNjkHRQ0bNlT16tWDtq9AoHu8/u///k9ffvmlpJP7sdJ2gz9QHNEOMIVxuVx6+umnne/iNWvWaM+ePapRo0ZU21XwXSyd7MpflHvQPOvw5+abb3aC18cff6xJkyapTJkyWr9+vXNPb1JSUqG9iYI5tadYNJxVwUs62Vc9UPB67bXXNHTo0JDvIykwbdo0n/6oBVq1ahV2Gz116dLFK3hJJw9oS3pEw2AHtXPnztX48ePD3mEFO0MSSpfIVatWeXUBKorKlSt7/R7sILy491l5/k8KKxvOwV4oB/ue94CEe39XXl6e+vbtqwULFkg62ZVq/PjxQQcrCOUgOZT7uzzvt2rbtq3Kly/vzPPsLhjqwaQkZ8ctSd27d/e6srJnzx5t3rxZ0slBCAq7wn1ql7bihKVVq1Z5ffGU9P2Y4QSvzMxMZ7o4J4c8leTAGqXpsxbuZzHY9nL48GH17NnTGXzjwQcf1MiRI4MeVBX2WQvn/+7J3xWvvLw8DR8+3Pn7Sy+9VKyutUBpU7NmTW3dulX79u2L2Dpnz56tw4cPS5L69u1baPf2Jk2aqEKFCs6V+G3btkU9eJ16hfCzzz4r8XvkrrzySlWpUkXZ2dnatWuXFi5cqO7du3td7Qq3m6Ekr/91aRhQ5awaXEM6eXB3ySWX+J2Xn5+vG2+80elWEor09HSvkVtOVdiN+4Xxd8D63nvv+XSXLF++fNDR9kJZT6Bhm9etW+f09w/Hu+++G3Bet27dCl3e8x6Ugq5C4frvf//rTJ933nleo91J4R10FXag7HnAFU5Zf+sN52B/x44d+vrrr4PWF+yg+J///KcTuvr06aNp06YFDV15eXlO+UDrO378uBOa4+Pjva5keQr2/nvuLAs7U1bgwIEDmjp1qvP7oEGDvOafegUz0EiYBbZt2+bcE5CUlKTk5OSQ2uGP57pjYmL8Dj5RVPv27dOmTZskSZUqVSq0O5zn/iPUA5D8/Hzl5eUpLy/P6YZWIDc31xnYw19X1lDuQYzWZ60kA2Fh6xs7dqwTuoYMGaIXX3wx6AHVgQMHij0wSCCeV7wyMjLkdrv1z3/+02nftddeG3AgF+B0VXDgHcng9fjjj+uOO+7QHXfc4XUfayDm5DN2nd9Lw8mP8uXLOydAc3NzAz6CojjKli3rdT9bweiGnvd3hXoPqyfP/3Wgx/tE0lkXvKSTfdYDXb1Zu3atrrrqKp+rTP5s2rRJl19+ecCglpiYqCuvvLI4TfUbvDyf5VWgQ4cOhR5EBlOpUiVdccUVAeenpqYqLS3N63kywcybN09jx471Oy8hIUGXXXZZoXV4nmHJyMgI+1lrR44c0dNPP+38PnToUK/5njfzx8XF+QTXU58vVZLdn4IdLB0+fNir22dhV03HjBnjHAi7XC6/95QEO+j1HDnpvvvuK/Rs0nvvvaetW7dKCnwPy4oVK5yulB06dAgY6oO9D54jU27ZssUZ+jyYxx57zLlS1qpVK/Xs2TPg+iLZzVDy/h+0atWq0LOeRa27Q4cOhf4PPfvZh/Iojf3796tevXqKi4tTXFyc19VM6eS9kwX7hhYtWvh0r/O8B9HfPYG7d+929rnlypVT27ZtA7YlNzfXuZcy0PZXoLCBMwrbB3iuy+VyhXRFKdA243a7vUaSPPWkgD8TJ050us3WqlXL770JRb3idc455zijH+bl5Wnjxo0aPXq0pJOfveeeey7kuoDTRcGB9/79+31OINnieXIllGeYbtmyxeuxI8HuYY0kz+NRz5Pagaxfv14PPvigHnzwQa+BzoK55ZZbnOmPP/5YW7dudY7DitrNsOCYoHLlyipXrlzYy5e0szJ4de3aVY888kjA+T/++KPatGmjRx55RKtWrXK6QhljtGvXLi1atEh//etf1bZtW79Duhd44okn/D5cLhz+7v/xpySe3+XZxeRU+fn5GjJkiBo3bqxJkyZp7dq1Xs8Yys/P144dO/Tvf/9bPXr00DXXXBPwQHnQoEEhbfynXiV56qmnQnwlJ8PLjTfe6Jy97dSpkwYOHOhVxvNm/nbt2vm0aePGjTp06JCkwm/g37lzp/MA08qVK/tcWfPk+SBsf6OU/fzzz15fCAX3i/gzc+ZMr6uRzZs39+leeejQIed9KFu2rNdBrdvt9hqNs7Ad/IIFC7xGYQq0fYbSzVAKHrw8B0HJz8/3+2wPT1OnTvV60PDkyZPDvp/nVDYH1ihJ4V718Awg06dPD9otOC8vT/fcc4/TPbF169Y+/9PidjP0XP78888PehJpxYoVzr6ldevWQUfX8hw4o1mzZj43dhe2D1i9erWzLn+frVNlZ2c73wkVKlTwOmmyY8cOr/e5sM/ajBkzvAZm8nd/WWGD9ARz6rO87r//fucA5aGHHvL6/AFnioLeHMYYZ6AN2zz3eW+99Vah9xl5fo+1a9cu6t0MC/Tv39+Zfuyxx4Iem0gnH0nx8ssv6+WXXw65e+All1ziXJXctWuXHnroIWdeUboZSif3vdLJk36lwVkZvKSTXT6CnR3MycnRs88+q/POO0/x8fFKTk5WpUqVVKtWLXXt2lUvvfSS1xmJU11wwQUaPHhwsdsZGxsb0gFfSQSvbt26acCAAUHL/P777/rLX/6iNm3aqHLlyqpatarq1KmjsmXLKikpSbfddlvQEdOSk5NDHpq4W7duXmd4n332WU2cODHoh/3gwYN6/vnn1bx5c82bN0/SybNN7733ns8H1lY3wwsvvDDozsGzXn+jlJ360Nx33nnHpw5jjF5//XXdeeedXn/39zqWL1/u7OjbtWvn84wzz98/+OADv23evXu3xowZoyuuuMLrCu+5557rt7znSG2HDh2S2+2W2+32+sx43m/l7/lY7dq18+raN3z4cL8jhx47dkwjR47Un/70J+dvDzzwgE931sKGFfenpK54HTp0yOskTTTv75K8h0Tfu3ev/vSnP/m9orxz50717dtXM2fOdP728ssvW31wsq1uhpG4vyvYYDynhslAn7WC5yDefPPNXqO/+vusrVmzxinTsmXLsId49rzPq+ABp7Vr13ZGLAXONJ6j4xb3HvJQed5y8s0332jSpEl+w5cxRtOnT9fEiROdv91///2RaGJIbrrpJicUbd68Wffcc4/P8UqBF198UR999JGkkz2qPENbMLGxsV6jFnp+94Q7mqF08niqoBt+qCMj23bWDa5RoGzZsvryyy/Vu3dvff/990HL5ufne92MXpgWLVros88+CzoCXji6dOnidQ+PPyURvCRp0qRJ2rJlS8jPNQtniNEqVapo9uzZIXexiouL0yuvvKK+fftKOrlTeuCBB/TMM8/oj3/8o1JSUlSnTh3t379fW7Zs0ebNm7V48WKvHUFycrLmzJnj9+xtSd7bUVLdDCX5XAF75JFHtGXLFvXp00flypXTsmXL9OmnnzrbRMGzLwLVF+ygOCYmRm3btnWuUI0fP14rVqxQz549lZiYqC1btmjDhg367LPPnAO82NhY556rL7/8UuPHj9ell17qdRXEs0vqq6++qhkzZujIkSN69913df311/u0y9/zsWJiYvT44487XbJ27typDh066JZbbnEC5Pr16zVjxgyvgTjuvPNOTZgwwed92Lp1q3NvU82aNYPex1bwGgoeCOxyuYp1T9ayZcu8vmhLckTDogTKzp0768Ybb3QO/mfNmqUff/xR1157rZo3b66jR49q9erV+uCDD7wO/p9++mn16NHDp75IDqxRkp+1SN7fVbNmTdWpU8c5+3r//ffrq6++UpcuXVSuXDn99ttvWrt2rb788kunl4XnZ+39999XUlKSrrjiCueqdXEf1OwZvAo8/fTTJdoNFihNPO/x/+mnn3TNNddYX+dFF12kK664whkt9IEHHtBHH32ka6+9Vo0bN1ZMTIw2btyouXPnet0/3aVLF68TitFWvnx5vf766+rTp4+kk70lvvvuO919991q06aNc8wwffp050SOdPI+8mCjPJ/q5ptv1qRJk7z+lpSUVKTjXM/v3qKMxGiFOcvl5OSY/v37G0kl8nPppZeazMzMoOusX79+wOW3bNniU/6zzz4Lus6GDRv6Xc+AAQMCLjN16tSA7Tt8+LDp27dvib0nkkxKSor56aefwvnXON566y1TtmzZsNfZp08fs2vXroD1NmjQwCm7bt06n/kXXHCBM3/BggVB29i9e3en7Keffhq07DXXXOOU/eCDD/yWufrqq0N6jYMHDzaDBw92fvf3Ht94441B/+/z5s0LaV2xsbFm/Pjx5t577/WZ9+KLL3rV+e677/qtY+vWrU6ZMWPGOH8fMWKE3/fB7XabgQMHhty+xx9/3OTl5fmt6/3333fK9u7dO8B/53+WLl3qlG/ZsmWh5YN59tlnnboqVaoUsI1FsXXrVqfuWrVqGbfbHdJyBw8eNF26dAnpva1QoYJ59dVX/dZz6NAhExMTYySZuLg4c+zYMa/5x44dcz6/LpfLHDx40Gu+2+021apV87uN+NOwYUOn7Nq1a4OWbd26tVN2yZIlPvML2wc0b97cmb9s2bKg6zKm8M/2lClTQnq/K1asaN544w1z5ZVX+sybNWuWU5/nZ2PKlCmFtu9UL730klfdHTp0MPn5+WHXA5xOWrRoYSSZq6++ukjLf/PNN85npmfPniEts3PnTtO0adOQj1+6dOli9uzZU6T2FWb06NHOei655JKwl3/llVeMy+UK6XWMHz8+7PrdbrepV6+eVz0PPPBA2PUYY8wzzzzj1JGVlVWkOkraWR+8jDn5T547d65p1qxZyB+KU39q1qxpXn311ZC+tMINXvv27Qu67ltvvdXveooavArek48++sjUrVu3yO9JwYHYgw8+6HOwFa4NGzaY2267zcTHxxf6fxgwYIBZsWJF0PqysrKcZSpVquTzfzt69KiJjY01kkxMTIw5dOhQwLry8vJMQkKCU1+wsOd2u03NmjULPcjcu3dv0PD7hz/8wXz77bfGGGO6du1qJJmyZcua3Nxcn7pCOVB96623TK1atfyuq0yZMubmm282q1atMsYYM2vWLJ8y8+fP93mdL774omncuLGJj483KSkp5vLLL/cKBb169XKW/+ijj4K+Z6+88krA9pUvX97cfPPNZs2aNQHrMMaYYcOGOcs8+eSTQcsaY8zkyZOd8gMHDiy0fDA33HBD2F/Uofrggw+cuq+55pqwlj127Jh5/PHHvbZfz59KlSqZv/3tb0G36W+//dYp36FDB5/5S5Yscea3bt3aZ/5vv/3mzC8sOO7atcurbcECrGcgLFu2rE8gLGwfkJ2d7cwvV66cOX78eMB1GRPaZ9vtdpunnnrKJCYm+n2/y5UrZ+677z7z22+/GWN8g5EkZ54xxrRs2dL5+9KlS4O2z585c+Z41b1o0aKw6wBON/fff7+RZKpVq1akEw1FCV7GGHPgwAEzdOhQU7FixYDf7fXq1TMvvfSSOXHiRNjtClVxg5cxxnz33Xemc+fOAV/HJZdcYn744Ycit3HEiBFe9X3//fdFque6664zkkyLFi2K3JaS5jKmFDxNrJQ4ceKEPvroI82ZM0eff/55oaPoValSRRdffLEGDBigvn37+tw7E0iDBg2cgRhOtWXLFq8bngu0atXKaxAET5MmTdKQIUN8/j5w4EC/9wdJJwciOHWwCX/y8vL0n//8R++8846++eYbZ2jtYAqGD7/55pt12223hfUMpsLk5ORo+fLlWrdunbKzs5Wfn6+qVauqWrVqatu2rZo2bVrqH5AYjvXr12vFihX6/fffVb58edWpU0fdunUL6Tlo4crJydH333+vzZs3a+/evUpISFDTpk114YUXqlq1al5lly5d6nRHbdu2rbp16xby9l9UJ06c0MaNG/Xzzz9ry5Ytql69uurVq6fOnTvTNaqYjh49qgULFujXX3/V0aNH1ahRIzVp0kRNmzYNq4sIQrNv3z798MMP2rx5sw4ePKhKlSqpVatW6tSpk9e2bIzRt99+q6VLl6ps2bI677zz9Ic//KHE9nFvv/227rrrLkkn7/ubPn16idQLlGbff/+9c7/Pd999p65du0Z0/Tk5OVqyZInWr1+v7OxsxcXFqXr16urQoYNatWpV4s/Hsmnr1q36/vvvtXPnTsXFxalp06Zq1qyZGjZsGPVjsaNHj6pWrVo6dOiQnnjiCT322GNRbU+BUh+8Dh8+rE2bNmn//v2qVauWmjRpUqxh00N14sQJrVq1SpmZmcrKytLu3btVtmxZnXPOOTrnnHPUqlUrNWnS5LT6gBSXMUYZGRlauXKl9uzZowMHDujQoUOKj49X5cqVVaVKFTVt2lStWrWKyP8IAFA0+/fvV/PmzbVr1y6VL19eGzdu9DtcPXCmMcaoTZs2+vnnnzV48GClpaVFu0mw4KOPPtINN9yg2NhY/f7776pTp060mySpBAfXSEtL05AhQzR69GiNGTOm2PXt2LFDDz/8sD7++GOvUeyqV6+u++67T48//rjV8fjj4uJK9AGnZwKXy6WUlJRS80wJAEDRjBgxwunB8Le//Y3QhbOGy+XSoEGDNHToUH344Yd6+eWXS2wwNJQe7733nqSTw+CXltAlleBw8u+++25JVaWNGzeqbdu2mj59us/Q4Xv27NH48eN1ySWXOCO5AQCA0MyZM0dvvPGGJKlu3bpBn+EInInuuOMOVahQQbt37y501Gicfg4ePOg8UiiUh9VHUokEr6lTp2rx4sUlUZVyc3PVp08fZ9jnoUOHatOmTTpy5Ih+/PFH9ezZU9LJYXRL4jlZAACcLb799lvdcsstzu+vvvoq9/HhrFO5cmXn3vhThy7H6e/1119Xbm6uLrroInXv3j3azfFS5Hu8Dhw4oNWrV2vq1Kl69913nef2FLer4eTJk5Wamirp5ANTn3vuOa/5J06cUNeuXbVkyRK5XC6tWbNGrVq1KvL6AAA4k910003Oc3WysrKcv6empuqVV16JVrOAqDp06JCaN2+uzMxM/fTTT9xecobIyclRo0aNtHv3bi1dulTnn39+tJvkpUhXvDp16qQqVaqoW7dumjp1qtfDUovr9ddfl3TywZF///vffebHxcVp1KhRkk7eIDl16tQSWzcAAGcSY4y+//57ZWVleYWu+++/Xy+//HIUWwZEV6VKlfTCCy9IksaOHRvl1qCkTJkyRbt27dKgQYNKXeiSihi8QhlSvCgKRsyTTj5dvEqVKn7L9ezZUxUrVpQkpw8nAADwdvjwYdWvX18VK1ZUcnKyevXqpS+++EJpaWkqU6ZMtJsHRNWNN96oHj166NNPP9VPP/0U7eagmHJycvTss8+qWrVqevLJJ6PdHL+KNIzLxo0b5dlDcdu2bWrevHmxG7Nx40ZnulevXgHLlStXTj179tTcuXO1YcMG5eTkOEEMAACcVKlSJf33v/+NdjOAUsnlcmn+/PnRbgZKSMWKFa1dHCopRbriFR8fr3Llyjk/8fHxJdKYHTt2ONP169cPWtZz6Ntff/21RNYPAAAAADaUqqf/7ty505muWrVq0LLVqlVzpj0DGwAAAACUNqXqiXGeAcozWPnjOT/Y87wqVqyoY8eOqUyZMqpRo0aR2+ZyuYq8LAAAAICSUcRB2SVJu3fvVn5+vsqVKxfxZwKXquB18OBBZ7p8+fJBy3p2bzx69GjAcseOHZPb7Zbb7VZmZmbxGwkAAADgtHbs2LGIr7NUBS/PK1LZ2dlBy3rODxbSypQpI7fbrZiYGNWuXbvIbbNxxSsrK0u1atUq8XpLAm0LnzFGmZmZSkpKKnVXSEvreybRtqJgWysa2hY+trWioW3hY1srmrO1bcW54rVz50653e6ojOxaqoJXnTp1nOl9+/YFLes5PyEhIWC5GjVqKDMzU7Vr11ZGRkbxG1mCWrZsqXXr1kW7GX7RtvAdPHhQlStX1vr165WYmBjt5ngpre+ZRNuKgm2taGhb+NjWioa2hY9trWhoW/iSk5OVmZlZrFuQiqpUDa7heUWqsOC1f/9+Z9pzhEMAAAAAKG1KVfDyvOK1atWqoGVXr14t6WRXwiZNmlhtFwAAAAAUR6kKXm3atFFcXJwk6ZNPPglYLisrS0uWLJEkdezYUWXLlo1I+wAAAACgKEpV8EpMTFSPHj0kSevWrdOGDRv8lps9e7ZzU13//v0j1j4AAAAAKIpSFbwkadiwYc70/fff7zPU47Zt2zRq1ChJJ4Pan/70p4i2DwAAAADCFfHgNXDgQLlcLrlcLo0ZM8Zn/uWXX65rr71WkrRgwQJddNFFevXVVzVr1iyNGzdOHTt21K5duyRJ48ePL/RBy6VZampqtJsQEG07s5Tm94y2nVlK83tG284spfk9o21nltL8ntG204vLFGcg/P9v69atatiwoSRp9OjRfgNVgYEDB+qdd94JWvbw4cPq37+/vvrqq4D1/P3vf9cTTzxR6LMeCoaMTEpKKnXDyePMUjAU7oEDB0rdULg4s7CtIVLY1hApbGuIlGhmg1LX1VA6+VyuL774Qu+884569OihGjVqKC4uTikpKbrlllv03Xff6cknnyx1D9gDAAAAAH9K5AHKDRo0CPkJ0m+//bbefvvtQsvFxMTozjvv1J133lnM1gEAAABAdJXKK14AAAAAcCYheAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMCyMz54FQw5z9DzsC0+Pl6jR49WfHx8tJuCMxzbGiKFbQ2RwraGSIlmNiiRByiXZikpKcrIyFBycrLS09Oj3RwAAAAAURLNbHDGX/ECAAAAgGgjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsCw22g2IlKysLLVs2dLvvNTUVKWmpka4RQAAAABKWlpamtLS0vzOy8rKinBr/sdljDFRW3sEpKSkKCMjQ8nJyUpPT492cwAAAABESTSzAV0NAQAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALIuNdgMiJSsrSy1btvQ7LzU1VampqRFuEQAAAICSlpaWprS0NL/zsrKyItya/3EZY0zU1h4BKSkpysjIUHJystLT06PdHAAAAABREs1sQFdDAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFgWG+0GREpWVpZatmzpd15qaqpSU1Mj3CIAAAAAJS0tLU1paWl+52VlZUW4Nf/jMsaYqK09AlJSUpSRkaHk5GSlp6dHuzkAAAAAoiSa2YCuhgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACyLLW4F+/fv1+bNm3Xo0CElJSWpcePGiokpuTzndru1bds2bd++XY0aNVJycrJcLleJ1Q8AAAAAthU5If3yyy/q3bu3atSooQ4dOqh79+5q1qyZGjRooAkTJig/P79YDduyZYtuvPFGJSQkqFGjRrrkkktUt25dJSYm6r777tOuXbuKVT8AAAAAREqRgtd3332n9u3b69NPP/UJWNu3b9fw4cN17bXXFjl8ffTRR2rRooU+/PBDHT161Gve4cOH9frrr6tJkyb67rvvilQ/AAAAAERS2MFrz5496t+/v44cOaKYmBiNGzdO27dv1+HDh/X111+rffv2kqS5c+dq3LhxYTdo06ZNuvvuu5Wbm6vy5ctr3Lhx2rhxow4fPqy1a9fqr3/9q8qUKaODBw/q1ltv1d69e8NeBwAAAABEUtjB69lnn3XCzsSJE/X4448rJSVFFStWVPfu3bVgwQI1aNBAkjRhwgTt3r07rPqffvppHTp0SJL0xhtv6PHHH1fTpk1VsWJFtWrVSi+88IIT6NLT0zVlypRwXwIAAAAARFRYwSs/P19vvfWWJKlmzZoaNGiQT5nExEQNHz5ckpSTk6MZM2aE1aAlS5ZIkmrUqKFbbrnFb5khQ4Y40z/99FNY9QMAAABApIUVvBYvXuxc7erdu7fKlCnjt1yfPn2c6Xnz5oXVoF9++UWSVLdu3YCjFyYmJqpq1ape5QEAAACgtAoreG3cuNGZ7tWrV8BydevWVdu2bSVJy5cvD6tBderUkSRt2LBBubm5fstkZGRo3759kqSkpKSw6gcAAACASAsreO3YscOZrl+/ftCydevWlSTt2rVL2dnZIa9jwIABkqQjR47ob3/7m4wxXvPz8vL0wAMPOL/ffvvtIdcNAAAAANEQ1gOUd+7c6UwXdPULpFq1as70jh07VKVKlZDWMXLkSP3444/6/PPP9dJLL2np0qW68cYblZycrC1btujtt9/W2rVrJUl33323E9QAAAAAoLQKK3h5XvHyDFb+eM7PyckJeR1ly5bVJ598opEjR+q5557T999/r++//96n3KRJk5SamhrwPrBTGWN08ODBkNtxqvj4eMXHxxd5eQAAAADFk5ubG/B2pFCc2psuksIKXp7BpXz58kHLeoaUUx+CXJgZM2Zo2rRpQctMmjRJzZs312WXXRZSnZmZmapcuXJY7fA0evRojRkzpsjLAwAAACiep556SmPHjo12M4okrOBVo0YNZzo7O9vr91N53tdVWEjz9Mwzz+hvf/ubJKlRo0YaNWqULr74YiUlJWnbtm366quv9OSTT+qXX37RVVddpXfffVc333xzofUmJSVp/fr1IbfjVFztAgAAAKLr0Ucf1bBhw4q8fIsWLZSZmVmCLQpdWMGrYMRBSdq3b1/Q4FUw6qAkJSQkhFT/mjVr9Oijj0qSWrZsqSVLlqhixYrO/BYtWqhFixa6/vrrdd5552nXrl2655571LNnz6BtkSSXy6XExMSQ2gEAAACg9Cnu7T+h3qZkQ1ijGtauXduZ9gxW/uzfv9+ZTk5ODqn+N9980+l3OWHCBK/Q5alOnToaPXq0pJP3j7333nsh1Q8AAAAA0RBW8PK84rVq1aqA5dxut9asWSNJqlevnipVqhRS/b/++qsz3bFjx6BlO3Xq5EzzEGUAAAAApVlYwatDhw7O9CeffBKw3LJly5yh57t06RJy/WXLlnWmCxuB0HM+918BAAAAKM3CCl7NmjVTs2bNJEnz58/36k7oaebMmc50//79Q67/vPPOc6a/+OKLoGU///xzZ7pdu3YhrwMAAAAAIi2s4CXJGUUkNzdXQ4cOldvt9pq/YsUKvfTSS5Kkhg0bql+/fiHXffvttysuLk6S9PDDD2vp0qV+y3366aeaMGGCpJMPcu7bt2+YrwIAAAAAIifs4HXXXXc591dNnz5d3bt319SpU/Xxxx/rkUceUbdu3XTs2DG5XC69/PLLXt0HJWngwIFyuVxyuVw+z8U699xzNW7cOEnS4cOH1alTJ91+++2aPHmyZs6cqRdeeEG9evVS7969ncCXlpZWrOdzAQAAAIBtYQ0nL0lxcXGaM2eOevXqpRUrVmjhwoVauHChT5mJEyeqd+/eYTfokUceUWJioh5//HHt27dP06dP1/Tp033K1a1bVy+88IKuv/76sNcBAAAAAJEUdvCSTg4rv3jxYr322mv697//rY0bN+rw4cNKSkrSZZddpr/85S9q06ZNkRrkcrk0ePBg3XLLLXrppZf0008/aePGjcrMzFT9+vXVrFkzdevWTYMHDw7rwcwAAAAAEC0uU/DgrDNUSkqKMjIylJycrPT09Gg3BwAAAECURDMbhH2PFwAAAAAgPAQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALAsNtoNiJSsrCy1bNnS77zU1FSlpqZGuEUAAAAASlpaWprS0tL8zsvKyopwa/7HZYwxUVt7BKSkpCgjI0PJyclKT0+PdnMAAAAAREk0swFdDQEAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACyLjXYDIiUrK0stW7b0Oy81NVWpqakRbhEAAACAkpaWlqa0tDS/87KysiLcmv9xGWNM1NYeASkpKcrIyFBycrLS09Oj3RwAAAAAURLNbEBXQwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYFhvtBkRKVlaWWrZs6XdeamqqUlNTI9wiAAAAACUtLS1NaWlpfudlZWVFuDX/4zLGmKitPQJSUlKUkZGh5ORkpaenR7s5AAAAAKIkmtmAroYAAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsiy1uBfv379fmzZt16NAhJSUlqXHjxoqJKdk8l56ert9//13x8fFq0aKFKlSoUKL1AwAAAIBNRU5Iv/zyi3r37q0aNWqoQ4cO6t69u5o1a6YGDRpowoQJys/PL1bDjDF699131b59e9WtW1cXX3yxOnTooISEBPXs2VNr164tVv0AAAAAEClFCl7fffed2rdvr08//dQnYG3fvl3Dhw/XtddeW+Tw5Xa7NXDgQN1xxx1auXKl1zxjjL7++mudd955mjdvXpHqBwAAAIBICjt47dmzR/3799eRI0cUExOjcePGafv27Tp8+LC+/vprtW/fXpI0d+5cjRs3rkiNGjNmjP71r39Jki6++GJ98803OnTokLZu3arx48crPj5e+fn5uvPOO5Wenl6kdQAAAABApIQdvJ599lnt3btXkjRx4kQ9/vjjSklJUcWKFdW9e3ctWLBADRo0kCRNmDBBu3fvDqv+zZs366mnnpIkdevWTV9//bUuvfRSJSQkqH79+nr00UeVlpYmSdq3b5+mTJkS7ksAAAAAgIgKK3jl5+frrbfekiTVrFlTgwYN8imTmJio4cOHS5JycnI0Y8aMsBo0YcIE5eXlSZJefvlllS1b1qfMXXfdpZSUFEknr6wBAAAAQGkWVvBavHixc7Wrd+/eKlOmjN9yffr0cabDuQ/L7XZr1qxZkqRWrVqpXbt2fsvFxMToq6++0g8//KDXX39dxpiQ1wEAAAAAkRbWcPIbN250pnv16hWwXN26ddW2bVutXr1ay5cvD7n+devWaceOHZKkm266SS6XK2DZZs2ahVwvAAAAAERTWFe8CkKRJNWvXz9o2bp160qSdu3apezs7JDq//nnn53pxo0bO9MZGRlatGiRVqxYoWPHjoXRYgAAAACIvrCC186dO53pqlWrBi1brVo1Z9ozsAXjeUWtZs2a+uabb9SxY0elpKSoa9euOv/885WQkKALLrhAX3/9dThNBwAAAICoCauroWeA8gxW/njOz8nJCan+AwcOONOfffaZXnjhBZ8y+fn5Wr58uXr27KlBgwYpLS1NMTGF50djjA4ePBhSO/yJj49XfHx8kZcHAAAAUDy5ubnKzc0t8vLRHBsirODlGVzKly8ftKxnSDl69GhI9R86dMiZfuGFFxQbG6thw4bppptuUtOmTZWRkaEvvvhCjz32mA4dOqRXX31V5557rjOKYjCZmZmqXLlySO3wZ/To0RozZkyRlwcAAABQPE899ZTGjh0b7WYUSVjBq0aNGs50dna21++n8ryvq7CQ5jQm1rs58+bN0xVXXOH83qxZMzVr1kzdu3dX+/btlZ+fryeffFL333+/KlasGLTupKQkrV+/PqR2+MPVLgAAACC6Hn30UQ0bNqzIy7do0UKZmZkl2KLQhRW86tSp40zv27cvaPDat2+fM52QkBBS/UlJSc70zTff7BW6PLVp00Z33323Xn/9dR04cEALFizQH//4x6B1u1wuJSYmhtQOAAAAAKVPcW//CTZqum1hDa5Ru3ZtZ9ozWPmzf/9+Zzo5OTmk+j2DXbdu3YKWvfDCC53pX375JaT6AQAAACAawgpensFo1apVAcu53W6tWbNGklSvXj1VqlQppPo9r3gVNmpizZo1nenjx4+HVD8AAAAARENYwatDhw7O9CeffBKw3LJly5yh57t06RJy/U2aNHGmPZ/p5c+GDRuc6VCvqAEAAABANIQVvAoGt5Ck+fPne3Un9DRz5kxnun///iHX37hxY7Vo0UKSNH36dB05csRvufz8fM2YMcP5/dJLLw15HQAAAAAQaWEFL0nOKCK5ubkaOnSo3G631/wVK1bopZdekiQ1bNhQ/fr1C6v+IUOGSJI2b96swYMH69ixY17z8/Pz9dhjj2nZsmWSTga7lJSUcF8GAAAAAESMy4T5FLETJ06oa9euWrJkiaSTg2AMHDhQiYmJWrJkiSZPnqzDhw/L5XJpzpw56t27t9fyAwcO1DvvvCPJ/7OxTpw4oc6dOzvBqkWLFrr11lvVvHlzbd26VR999JF+/PFHSSfv81qyZInq168fsL0pKSnKyMhQcnKy0tPTw3mpAAAAAM4g0cwGYQ0nL0lxcXGaM2eOevXqpRUrVmjhwoVauHChT5mJEyf6hK5Q6583b5569eql5cuXa/369Xr88cd9yjVp0kSzZs0KGroAAAAAoDQIu6uhdHJY+cWLF2vSpEnq3LmzqlatqrJly6pBgwa65557tGzZMg0aNKjIjapVq5Z+/PFHvfbaa+rRo4dq1qyp2NhYVa9eXT169NCUKVO0Zs0atWrVqsjrAAAAAIBICbur4emGroYAAAAApOhmgyJd8QIAAAAAhI7gBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWxUa7AZGSlZWlli1b+p2Xmpqq1NTUCLcIAAAAQElLS0tTWlqa33lZWVkRbs3/uIwxJmprj4CUlBRlZGQoOTlZ6enp0W4OAAAAgCiJZjagqyEAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlsdFuQKRkZWWpZcuWfuelpqYqNTU1wi0CAAAAUNLS0tKUlpbmd15WVlaEW/M/LmOMidraIyAlJUUZGRlKTk5Wenp6tJsDAAAAIEqimQ3oaggAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAy2Kj3YBIycrKUsuWLf3OS01NVWpqaoRbBAAAAKCkpaWlKS0tze+8rKysCLfmf1zGGBO1tUdASkqKMjIylJycrPT09Gg3BwAAAECURDMb0NUQAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZbHFrWD//v3avHmzDh06pKSkJDVu3FgxMeQ5AAAAAChQ5IT0yy+/qHfv3qpRo4Y6dOig7t27q1mzZmrQoIEmTJig/Pz8kmynJMkYo2uvvVYul0sDBw4s8foBAAAAwIYiBa/vvvtO7du316effuoTsLZv367hw4fr2muvLfHw9eqrr2rWrFklWicAAAAA2BZ28NqzZ4/69++vI0eOKCYmRuPGjdP27dt1+PBhff3112rfvr0kae7cuRo3blyJNXTt2rUaNmxYidUHAAAAAJESdvB69tlntXfvXknSxIkT9fjjjyslJUUVK1ZU9+7dtWDBAjVo0ECSNGHCBO3evbvYjTxy5IhuvvlmHTt2rNh1AQAAAECkhRW88vPz9dZbb0mSatasqUGDBvmUSUxM1PDhwyVJOTk5mjFjRrEbOWzYMP3888+qU6dOsesCAAAAgEgLK3gtXrzYudrVu3dvlSlTxm+5Pn36ONPz5s0rRvOkjz/+WP/85z/lcrk0bdq0YtUFAAAAANEQVvDauHGjM92rV6+A5erWrau2bdtKkpYvX17Epknbtm3TPffcI0kaMWKEevbsWeS6AAAAACBawgpeO3bscKbr168ftGzdunUlSbt27VJ2dnbYDcvLy9Ntt92m7OxsdezYsUQH6gAAAACASAoreO3cudOZrlq1atCy1apVc6Y9A1uoxo0bp0WLFikhIUH//ve/VbZs2bDrAAAAAIDSIDacwp4ByjNY+eM5PycnJ6xGLViwQE8++aQkafLkyWrcuHFYy/tjjNHBgweLvHx8fLzi4+OL3Q4AAAAARZObm6vc3NwiL2+MKcHWhCes4OUZXMqXLx+0rGdIOXr0aMjr2Lt3r26//XYZY3TbbbfpjjvuCKeJAWVmZqpy5cpFXn706NEaM2ZMibQFAAAAQPieeuopjR07NtrNKJKwgleNGjWc6ezsbK/fT+V5X1dhIa2AMUZ33323MjIy1LBhQ02ePDmc5gWVlJSk9evXF3l5rnYBAAAA0fXoo49q2LBhRV6+RYsWyszMLMEWhS6s4OX5HK19+/YFDV779u1zphMSEkKqPy0tTXPnzlWZMmX03nvvKTExMZzmBeVyuUq0PgAAAACRVdzbf1wuVwm2JjxhBa/atWs7057Byp/9+/c708nJySHVX/Dg5V69emn//v36/PPPA5bNyMhw5leqVEkXX3xxSOsAAAAAgEgr8hWvVatWqXPnzn7Lud1urVmzRpJUr149VapUKaT6C26U++STT/TJJ58ELfvVV1/pq6++kiS1a9dOK1euDGkdAAAAABBpYQ0n36FDB2c6WDBatmyZM/R8ly5ditg0AAAAADgzhBW8mjVrpmbNmkmS5s+f79Wd0NPMmTOd6f79+4dcvzGm0J8CAwYMcP7G1S4AAAAApVlYwUuSM4pIbm6uhg4dKrfb7TV/xYoVeumllyRJDRs2VL9+/YrdSAAAAAA4nYUdvO666y516tRJkjR9+nR1795dU6dO1ccff6xHHnlE3bp107Fjx+RyufTyyy+rbNmyXssPHDhQLpdLLpeL52IBAAAAOCuENbiGJMXFxWnOnDnq1auXVqxYoYULF2rhwoU+ZSZOnKjevXuXWEMBAAAA4HQV9hUv6eSw8osXL9akSZPUuXNnVa1aVWXLllWDBg10zz33aNmyZRo0aFBJtxUAAAAATksu4zlixRkoJSVFGRkZSk5OVnp6erSbAwAAACBKopkNinTFCwAAAAAQOoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFgWG+0GREpWVpZatmzpd15qaqpSU1Mj3CIAAAAAJS0tLU1paWl+52VlZUW4Nf/jMsaYqK09AlJSUpSRkaHk5GSlp6dHuzkAAAAAoiSa2YCuhgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJbFRrsBkZKVlaWWLVv6nZeamqrU1NQItwgAAABASUtLS1NaWprfeVlZWRFuzf+4jDEmamuPgJSUFGVkZCg5OVnp6enRbg4AAACAKIlmNqCrIQAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsi412AyIlKytLLVu29DsvNTVVqampEW4RAAAAgJKWlpamtLQ0v/OysrIi3Jr/cRljTNTWHgEpKSnKyMhQcnKy0tPTo90cAAAAAFESzWxAV0MAAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWxRa3gv3792vz5s06dOiQkpKS1LhxY8XEkOcAAAAAoECRE9Ivv/yi3r17q0aNGurQoYO6d++uZs2aqUGDBpowYYLy8/OL1bADBw5owoQJuvbaa9W6dWtVqFBBTZo0Uf/+/fXCCy/o2LFjxaofAAAAACLFZYwx4S703Xff6aqrrtKRI0cClunTp49mzpypMmXKhN2opUuXqm/fvsrMzAxYpnHjxpoyZYouu+yyoHWlpKQoIyNDycnJSk9PD7stAAAAAM4M0cwGYV/x2rNnj/r3768jR44oJiZG48aN0/bt23X48GF9/fXXat++vSRp7ty5GjduXNgNysrK0jXXXOOErm7duun555/Xhx9+qGeeeUYXXXSRJGnTpk3q1auXvvvuu7DXAQAAAACRFPYVrxEjRui5556TJL3yyitKTU31mn/w4EG1a9dOW7duVcWKFbVlyxbVqFEj5PofeeQRPfvss5Kkhx9+WE8//bTXPWNut1vPPvusHn30UUlSixYttHbt2oD3lXHFCwAAAIB0Gl3xys/P11tvvSVJqlmzpgYNGuRTJjExUcOHD5ck5eTkaMaMGWE16P3335ck1alTR2PHjvUJVDExMXrkkUd05ZVXSpLWr1+vxYsXh7UOAAAAAIiksILX4sWLtXfvXklS7969A96/1adPH2d63rx5IdeflZWl33//3am/fPnyfsu5XC7179/f+X358uUhrwMAAAAAIi2s4LVx40ZnulevXgHL1a1bV23btpUUXijKyspypuvXrx+0bJ06dZzpo0ePhrwOAAAAAIi0sJ7jtWPHDme6sGBUt25drV69Wrt27VJ2draqVKlSaP21a9fW1KlTJUmdO3cOWvann35ypps2bVpo3QAAAAAQLWEFr507dzrTVatWDVq2WrVqzvSOHTtCCl41a9bUwIEDCy2XkZGhtLQ0SVKFChV08cUXF7oMAAAAAERLka94eQYrfzzn5+TkhNmswH777Tf17t1b+/fvlySlpqaqevXqhS5njNHBgweLvN74+HjFx8cXeXkAAAAAxZObm6vc3NwiL1+ERxiXmLCCl2dwCTTwRQHPkFIS92Dl5uZq0qRJGj16tPPg5ksvvTTkZ4VlZmaqcuXKRV7/6NGjNWbMmCIvDwAAAKB4nnrqKY0dOzbazSiSsIKX5/O4srOzgz6fKzs725kuLKQFY4zR+++/r5EjR2rr1q3O33v37q13331X5cqVC6mepKQkrV+/vsjt4GoXAAAAEF2PPvqohg0bVuTlW7RooczMzBJsUejCCl6eIwnu27cvaPDat2+fM52QkFCEpkmbN2/Wfffdp/nz5zt/q169uiZMmKA77rhDLpcr5LpcLpcSExOL1A4AAAAA0Vfc23/CyQ8lLazh5GvXru1MewYrfwruwZKk5OTksBpljFFaWpratGnjhK4KFSroscce02+//aY777wzqm8aAAAAAIQjrODlecVr1apVAcu53W6tWbNGklSvXj1VqlQprEY988wzGjJkiHMv16233qpNmzbpiSee4KoVAAAAgNNOWMGrQ4cOzvQnn3wSsNyyZcucoee7dOkSVoOmTZumRx99VJJUsWJFzZkzR9OnT/cKfQAAAABwOgkreDVr1kzNmjWTJM2fP9+rO6GnmTNnOtP9+/cPuf78/HyNGjVKkhQXF6f58+erT58+4TQRAAAAAEqdsIKXJGcUkdzcXA0dOlRut9tr/ooVK/TSSy9Jkho2bKh+/fqFXPeXX37pjFz417/+VRdeeGG4zQMAAACAUiesUQ0l6a677tKbb76pJUuWaPr06dq+fbsGDhyoxMRELVmyRJMnT9axY8fkcrn08ssvq2zZsl7LDxw4UO+8844k32djLVy40JmuXr26Pv/885Da1KZNm7AH8AAAAACASAk7eMXFxWnOnDnq1auXVqxYoYULF3oFpoIyEydOVO/evcOqOysry5keMWJEyMtNnTpVAwcODGtdAAAAABApYXc1lE4OK7948WJNmjRJnTt3VtWqVVW2bFk1aNBA99xzj5YtW6ZBgwaFXa9n8AIAAACAM4XLGGOi3QibUlJSlJGRoeTkZKWnp0e7OQAAAACiJJrZoEhXvAAAAAAAoSN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlsdFuQKRkZWWpZcuWfuelpqYqNTU1wi0CAAAAUNLS0tKUlpbmd15WVlaEW/M/LmOMidraIyAlJUUZGRlKTk5Wenp6tJsDAAAAIEqimQ3oaggAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGBZbLQbEClZWVlq2bKl33mpqalKTU2NcIsAAAAAlLS0tDSlpaX5nZeVlRXh1vyPyxhjorb2CEhJSVFGRoaSk5OVnp4e7eYAAAAAiJJoZgO6GgIAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC8AAAAAsIzgBQAAAACWEbwAAAAAwDKCFwAAAABYRvACAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAsthoNyBSsrKy1LJlS7/zUlNTlZqaGuEWAQAAAChpaWlpSktL8zsvKysrwq35H5cxxkRt7RGQkpKijIwMJScnKz09PdrNAQAAABAl0cwGdDUEAAAAAMsIXgAAAABgGcELAAAAACwjeAEAAACAZQQvAAAAALCM4AUAAAAAlhG8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYBnBCwAAAAAsI3gBAAAAgGUELwAAAACwjOAFAAAAAJYRvAAAAADAMoIXAAAAAFhG8AIAAAAAywheAAAAAGAZwQsAAAAALCN4AQAAAIBlBC+ghOTm5mrMmDHKzc2NdlNwhmNbQ6SwrSFS2NZwNnAZY0y0G2FTcnKyMjMzlZSUpIyMjGg3B2ewgwcPqnLlyjpw4IASExOj3RycwdjWEClsa4gUtjVESjSzAVe8AAAAAMAyghcAAAAAWEbwAgAAAADLCF4AAAAAYFlscSvYv3+/Nm/erEOHDikpKUmNGzdWTEzJ5bnDhw9r06ZN2r9/v2rVqqUmTZooLi6uxOoHAAAAANuKnJB++eUX9e7dWzVq1FCHDh3UvXt3NWvWTA0aNNCECROUn59frIbt2LFDt99+u2rUqKH27durR48eatWqlZKSkvT3v/9dx44dK1b9AAAAABApRQpe3333ndq3b69PP/3UJ2Bt375dw4cP17XXXlvk8LVx40a1bdtW06dP9wlYe/bs0fjx43XJJZcoJyenSPUDAAAAQCSFHbz27Nmj/v3768iRI4qJidG4ceO0fft2HT58WF9//bXat28vSZo7d67GjRsXdoNyc3PVp08f7dmzR5I0dOhQbdq0SUeOHNGPP/6onj17SpKWLFmiwYMHh11/aZKWlhbtJgRE284spfk9o21nltL8ntG2M0tpfs9o25mlNL9ntO00Y8L08MMPG0lGknnllVd85h84cMA0aNDASDIVK1Y0u3btCqv+tLQ0p/7hw4f7zD9+/Ljp1KmTkWRcLpdZu3Zt0PqSkpKMJJOUlBRWOyKhRYsW0W5CQLQtfAcOHDCSzIEDB6LdFB+l9T0zhrYVBdta0dC28LGtFQ1tCx/bWtHQtvBFMxuEdcUrPz9fb731liSpZs2aGjRokE+ZxMREDR8+XJKUk5OjGTNmhBUEX3/9dUlSbGys/v73v/vMj4uL06hRoyRJxhhNnTo1rPoBAAAAINLCCl6LFy/W3r17JUm9e/dWmTJl/Jbr06ePMz1v3ryQ68/IyNDKlSslSZdccomqVKnit1zPnj1VsWLFsOsHAAAAgGgIK3ht3LjRme7Vq1fAcnXr1lXbtm0lScuXLy/x+suVK+fc67VhwwYG2QAAAABQqoUVvHbs2OFM169fP2jZunXrSpJ27dql7Oxsa/VL0q+//hpS/QAAAAAQDWEFr507dzrTVatWDVq2WrVqzrRnoIpm/QAAAAAQDbHhFPYMOJ7Bxx/P+aF2BbRR/+7duyWdDHXJyckhtcMfl8tV5GUDycrKUkpKSonXWxJoW/iMMZKkFi1aWNleiqO0vmcSbSsKtrWioW3hY1srGtoWPra1ojlb21awvRRFwYWegowQSWEFr4MHDzrT5cuXD1o2Pj7emT569GjU6i94iLPb7VZmZmZI7YikjIyMaDchINpWNKVxO5NK93tG24qGbS18tK1o2NbCR9uKhm0tfLStaAoyQiSFFbxq1KjhTGdnZ3v9firP+7oKC1GB6g8m1PrLlSunY8eOqUyZMkHbW5jSdvYFAAAAOBsV54rX7t27lZ+fr3LlypVgi0ITVvCqU6eOM71v376gQWbfvn3OdEJCQpHqDybU+hnxEAAAAEC0hTW4Ru3atZ3pwoLR/v37nelQ760qav2eIxwCAAAAQGkTVvDyvCK1atWqgOXcbrfWrFkjSapXr54qVapUovVL0urVqyVJZcqUUZMmTUKqHwAAAACiIazg1aFDB2f6k08+CVhu2bJlzoghXbp0Cbn+Nm3aKC4urtD6s7KytGTJEklSx44dVbZs2ZDXAQAAAACRFlbwatasmZo1ayZJmj9/vld3P08zZ850pvv37x9y/YmJierRo4ckad26ddqwYYPfcrNnz3ZuqgunfgAAAACIhrCClyQNGzZMkpSbm6uhQ4fK7XZ7zV+xYoVeeuklSVLDhg3Vr1+/ItUvSffff7+OHTvmNX/btm0aNWqUpJNB7U9/+lOYrwAAAAAAIstlwhyP8cSJE+ratavT1a9bt24aOHCgEhMTtWTJEk2ePFmHDx+Wy+XSnDlz1Lt3b6/lBw4cqHfeeUeSNHr0aI0ZM8ZrvjFG119/vXPVrF27dho0aJAqVqyoRYsWacaMGc5Q8q+88opSU1OL8rp9HD58WJs2bdL+/ftVq1YtNWnSxOn2iLPL/v37tXnzZh06dEhJSUlq3LixYmLCPkcBFIptDZESiW0tPT1dv//+u+Lj49WiRQtVqFChROvH6cH2tuZ2u7Vt2zZt375djRo1UnJyMo/8gRVWsoEpgh07dpj27dsbSX5/4uLizJQpU/wuO2DAAKfc6NGj/ZY5dOiQueyyywLWL8kkJiaa5557zuTl5RXlJTgyMzPNbbfdZsqVK+dVf/Xq1c3IkSPN0aNHi1U/Th8bN24011xzjSlTpozXtlC3bl3z/PPPF3tby87ONs8//7zp37+/adWqlSlfvrxp3Lix6devn5kwYQLb2lnE9rbmj9vtNv379zeSzIABA0q8fpROtrc1t9ttpk2bZs477zyv+l0ul+nRo4dZs2ZNCb0SlHa2t7XNmzebG264wZQvX96r/oSEBHPvvfearKysEnolON288sorQXNFuGxmgyIFL2OMyc3NNZMmTTKdO3c2VatWNWXLljUNGjQw99xzj1m9enXA5UIJXsYYk5+fb0aOHGliYmKCBrA+ffoU+cO8YcMGU7169aD1d+rUyRw+fLhI9eP0sXDhQlOhQgVr29pPP/1kkpKSgtbfuHFj85///KeEXxlKG9vbWiCTJ0926id4nR1sb2v5+fnmzjvvDFp/mTJlzKefflrCrwylje1t7cMPPzTx8fGFnpBfuHBhCb8ynA4uuuiiEgtetrNBkYOXbbt37zbVqlUzkkxMTIwZN26c2b59uzl8+LD5+uuvva64jRo1Kuz6jx07Zpo2berUMXToULNp0yZz5MgR8+OPP5qePXs68+68804LrxClhe1tbefOnaZWrVpOHd26dTPPP/+8+fDDD80zzzzj7DAKrhbzxXHmsr2tBbJmzRqvM3cErzNfJLa1xx9/3Knj4osvNt988405dOiQ2bp1qxk/frxzoFy1alWzffv2En6FKC1sb2u//vqrqVSpkpFkypcvb8aNG2c2btxoDh8+bNauXWv++te/OlfZUlJSzJ49eyy8SpRWb731VkgXdEIRiWxQaoPXww8/7Ly4V155xWf+gQMHTIMGDYwkU7FiRbNr166w6k9LS3PqHz58uM/848ePm06dOjldJtauXVvk14LSzfa2NmLECKf+hx9+2OTn53vNz8/PN0899ZRTpkWLFj5lcGawva35k5OTY1q1auV1to7gdeazva399ttvJjY21jmZlJub61PmjTfecNowcuTIIr8WlG62t7U//elPTv3Tp0/3W+Yf//iHU+aJJ54o0uvA6SM7O9ssXLjQ3HXXXSYuLq7EglckskGpDF55eXnO2ZOaNWsGvDRd0KdTkpk0aVJY6yjojx4bG2v279/vt8ynn37q1P/QQw+F+zJwGojEtlavXj0jydSpU8ccOXLEbxm3222uvPJKZx2LFi0K+7WgdIvEtubPn//8Z2f7I3idHSKxrQ0ePNhZdsWKFX7L5Ofnm5SUFCPJtG7dOtyXgdNAJLa1Nm3aGEmmRo0axu12+y1z4MABry6NOHN17NgxYBfA4gavSGSDUjl81uLFi7V3715JUu/evVWmTBm/5fr06eNMz5s3L+T6MzIytHLlSknSJZdcoipVqvgt17NnT1WsWDHs+nH6sL2tZWVl6ffff3fqL1++vN9yLpfL65l0y5cvD3kdOD3Y3tb8+fjjj/XPf/5TLpdL06ZNK1ZdOH3Y3tbcbrdmzZolSWrVqpXatWvnt1xMTIy++uor/fDDD3r99ded52/izBGJ/dovv/wiSapbt27A0QsTExNVtWpVr/I4M+3atctKvZHKBqUyeG3cuNGZ7tWrV8BydevWVdu2bSWFd6Aaav3lypVTz549JUkbNmxQTk5OyOvA6cH2tpaVleVM169fP2jZOnXqONNHjx4NeR04Pdje1k61bds23XPPPZKkESNGOPsynPlsb2vr1q3Tjh07JEk33XRT0KG8mzVrposuukgXXXQRQ36fgSKxXyv4btywYYNyc3P9lsnIyNC+ffskSUlJSWHVj9PLxo0bdfToUednw4YNJVZvAZvZoFQGr4IdulT4wWrdunUlnUzABc/3slG/JP36668h1Y/Th+1trXbt2po6daqmTp2q6667LmjZn376yZlu2rRpSPXj9GF7W/OUl5en2267TdnZ2erYsaPGjRsXdh04fdne1n7++WdnunHjxs50RkaGFi1apBUrVujYsWNhtBinq0js1wYMGCBJOnLkiP72t7/5XDnNy8vTAw884Px+++23h1w3Tj/x8fEqV66c8xMfH18i9UYqG5TK4LVz505nuuDScSDVqlVzpj3ftGjWj9OH7W2hZs2aGjhwoAYOHKhmzZoFLJeRkaG0tDRJUoUKFXTxxReHVD9OH5Hc74wbN06LFi1SQkKC/v3vf6ts2bJh14HTl+1tzfPMcM2aNfXNN9+oY8eOSklJUdeuXXX++ecrISFBF1xwgb7++uswW4/TSST2ayNHjtRVV10lSXrppZfUrVs3TZo0STNnztSECRPUvn17ffzxx5Kku+++2wlqQDgi9R0dG16zIsPzRXi+OH8854d6uc92/Th9lIZt4bffflPv3r21f/9+SVJqaqqqV69eYvWjdIjUtrZgwQI9+eSTkqTJkyd7XZHA2cH2tnbgwAFn+rPPPtMLL7zgUyY/P1/Lly9Xz549NWjQIKWlpSkmplSe60UxRGK/VrZsWX3yyScaOXKknnvuOX3//ff6/vvvfcpNmjRJqampdGlFkUTqO7pU7gUPHjzoTAcajKCA5yXGUO+LsV0/Th/R3BZyc3P1/PPPq23btlq/fr0k6dJLL6Vb2BkqEtva3r17dfvtt8sYo9tuu0133HFH+A3Fac/2tnbo0CFn+oUXXlBsbKxGjBihZcuW6dChQ9qwYYNefvllVapUSZL06quv+g1nOP1F6jt0xowZhQ4QNGnSJM2fPz+seoECkdqWS2XwqlGjhjNdWD9gz/mFvVGRqh+nj2hsC8YYvffee2revLkefvhhHTlyRNLJEaHmzJmjcuXKFblulF62tzVjjO6++25lZGSoYcOGmjx5clGaiTOA7W0tNta7s8y8efP0zDPPOF0MmzVrpr/85S9atGiRM8rdk08+Sa+RM1AkvkOfeeYZ3X777dq5c6caNWqkt99+W7/++qtycnK0bt06TZw4UTVr1tQvv/yiq666Su+//364LwOI2PFgqQxenqO7FYxSE4jn/ISEhFJRP04fkd4WNm/erMsvv1y33nqrtm7dKkmqXr263nnnHc2ZM0eJiYlFqheln+1tLS0tTXPnzlWZMmX03nvvsS2dxWxva56jxt1888264oor/JZr06aN7r77bkknuycuWLAgpPpx+rC9ra1Zs0aPPvqoJKlly5ZavXq1BgwYoMaNG6tChQpq0aKFhg4dqpUrV6pmzZrKz8/XPffco927dxfh1eBsFqnjwVIZvGrXru1MF/biC+6LkaTk5GSr9XuOYoIzg+1trYAxRmlpaWrTpo3TFaJChQp67LHH9Ntvv+nOO++kX/oZzva2Nnz4cEknh8Hdv3+/Pv/8c5+fAhkZGc7fFi1aFM7LwGnA9rbmeYDSrVu3oGUvvPBCZ5rnK515bG9rb775pjOK4YQJE5znJ52qTp06Gj16tKST99y89957IdUPFIhUNiiVg2t47tRXrVqlzp07+y3ndru1Zs0aSVK9evWc/uTh1n/LLbcELLt69WpJUpkyZdSkSZOQ6sfpw/a2VuCZZ55xztpJ0q233qrnn3/ea/04s9ne1gqeb/PJJ5/ok08+CVr2q6++0ldffSVJateunfPQSJwZbG9rnle8Chv9q2bNms708ePHQ6ofpw/b25rnUN0dO3YMWrZTp07ONCEf4YpUNiiVV7w6dOjgTAc7gFi2bJkz/GOXLl1Crr9NmzaKi4srtP6srCwtWbJE0skPPEMyn3lsb2uSNG3aNCd0VaxYUXPmzNH06dMJXWeZSGxrgGR/W/M80PB8ppc/ng83DbenAEo/29ua53GX5+AH/njOL6lnO+HsEalsUCqDV7NmzZxnHs2fP9/rkp6nmTNnOtP9+/cPuf7ExET16NFDkrRu3bqAT72ePXu2c4k7nPpx+rC9reXn52vUqFGSpLi4OM2fP199+vQpRotxurK9rRljCv0pMGDAAOdvXO0689je1ho3bqwWLVpIkv5fO/f3yvwbx3H8PZl2sBwsGwcUSpIDv8qdE63lZCeKnGgHSzmQP2ApRaKUH0esxQE5kDQcULRjJyROOFErO1AoB8qByPb+HvnE/b3v3e6vXfPx9XzUp6br2vXZe3vvslf7sbq6av1A0M/S6bSsr69bf/v9/nefA1+D6V5rbGy0LicSiaxzX3+cuqGh4d3nAETymA3UphYWFlREVEQ0FAppOp1+M35ycqIul0tFRKuqqvTx8fGv1k8kEtb6fr9fHx4e3oynUin1+XwqIlpcXKy3t7cfrgn2ZLLXdnd3rbUjkUiubzq+GNP72p+8nDscDud0XdiP6V6LRqNv+unn/6HPz886NDRkzenq6vpwTbAnk72WTCbV6XSqiKjb7dajo6NfztvZ2dGCggIVEfV4PHp3d/ehmvB1XFxcWP03Ojr6obXykQ1sG7yenp60tbXVugPa29t1aWlJNzY2NBKJqNvtVhFRh8Oh29vb/7p+OBzO+kBkMhnt7u625jQ0NGgsFtOtrS0dGxtTr9drjc3Pz+ehYnwWk732+oXH1NSU7u3tveu4vLzMU/XIJ9P72p8QvL4P07329PSkLS0t1py6ujodHx/XeDyu09PT+uPHD2vM5/NpKpXKQ9X4DKZ7bXJy0hp3OBwaCoU0Go3q5uamzs7OajAYtMZFRNfW1vJQNezib4KXHbKBbYOXqurV1ZU2NTW9eUK9PpxOp8ZisV9e9z0vUO7v77Wjo+O364uIDg8PayaTMVgl7MBUr/X19WXtr98dy8vL5ovGpzC9r2VD8PpeTPfa9fW1Njc3Z93Lampq9OzszGCVsAOTvZbJZDQajarH48naaxUVFRqPxw1XCrvJZfBSNZ8NbPkdrxdlZWVycHAgc3Nz0tbWJh6PR4qKiqSyslL6+/vl+PhYBgYG/vP6brdbEomErKysSCAQEK/XK06nU8rLy6W3t1f29/dlYmKCn/n+Bkz12s3NjYFbi6/M9L4GvDDda6WlpXJ4eCiLi4sSCATE5/NJYWGhlJSUSCAQkFgsJqenp1JfX5/DqmBHJnvN4XDI4OCgJJNJGRkZkWAwKNXV1eJyuaS2tlY6OztlZmZGzs/PpaenJ8eV4bsxnQ0cqq++cQ0AAAAAyDlbv+MFAAAAAP8HBC8AAAAAMIzgBQAAAACGEbwAAAAAwDCCFwAAAAAYRvACAAAAAMMIXgAAAABgGMELAAAAAAwjeAEAAACAYQQvAAAAADCM4AUAAAAAhhG8AAAAAMAwghcAAAAAGEbwAgAAAADDCF4AAAAAYNg/aA+s4UPtYHAAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "### Out-of-frame\n",
    "hep.style.use(\"CMS\")\n",
    "fig, ax  = plt.subplots()\n",
    "hep.cms.label(\"Preliminary\", loc=0, ax=ax);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0098666f-11bb-4feb-9574-1baa14b573b2",
   "metadata": {},
   "source": [
    "## Labeling Guidelines\n",
    "\n",
    "Should you choose to reimplement the labeling yourself, the following\n",
    "guidelines should be observed.\n",
    "\n",
    "- **CMS** is shown in bold, while the secondary label is shown in italics.\n",
    "- The font size of the **CMS** label should be 1.3 times the size of the secondary label.\n",
    "- For the in-frame option the CMS label should be located the same distance from\n",
    "  both axes, with a sufficient gap from the tick marks. The secondary label can be included either below or next to the **CMS** text, but should align with it in both cases.\n",
    "- For the out-of-frame option, the CMS label should be aligned with the y-axis\n",
    "  edge. If included the Simulation/Preliminary/etc… labels should be bottom\n",
    "  aligned with the primary CMS label.\n",
    "\n",
    "## CMS Label Requirements\n",
    "\n",
    "| Purpose                       | Has/Uses Data (Incl. corrected MC)         |  Simulation Only  |\n",
    "| ----------------------------- | ------------------------------------ | ----------------  |\n",
    "| PAPER                         | **CMS**                              | **CMS** *Simulation* |\n",
    "| PAPER (supplementary)         | **CMS** *Supplementary*              | **CMS** *Simulation Supplementary* |\n",
    "| PAS                         | **CMS** *Preliminary*                | **CMS** *Simulation Preliminary* |\n",
    "| PAS (supplementary)         | **CMS** *Preliminary*                | **CMS** *Simulation Preliminary* |\n",
    "| Thesis Endorsement Work &dagger;     | **CMS** *Work-in-Progress*              | **CMS** *Simulation Work-in-Progress* |\n",
    "| Other Non-public Work &dagger;       | **CMS** *Private Work*              | **CMS** *Simulation Private Work* |\n",
    "\n",
    "&dagger; - Use for internal purposes and student presentations at national conferences. Cannot be included in proceedings. For full rules consult [TWiki](https://twiki.cern.ch/twiki/bin/view/CMS/PhysicsApprovals#Student_presentations_of_unappro)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "764c7e47-9d87-41e5-bd23-628f4d0987c0",
   "metadata": {},
   "source": [
    "## Scientific Notation\n",
    "\n",
    "If scientific notation is being used it is advisable to use the in-frame\n",
    "labelling to avoid conflict\n",
    "\n",
    "<img src=\"images/ex_sci1.png\" width=\"300\"/>\n",
    "<img src=\"images/ex_sci2.png\" width=\"300\"/>\n",
    "\n",
    "However, if necessary the position of the multiplier can be shifted"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "80a613a9-ceeb-45ed-9cd9-a42fa58bc5c0",
   "metadata": {},
   "source": [
    "### Scientific notation in `mplhep`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "dfbf3d0d-15cb-4d6f-8959-e6a4ce0ef2c7",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Scientific notation\n",
    "ax.ticklabel_format(style=\"sci\", scilimits=(-3, 3), useMathText=True)\n",
    "# Shift multiplier position out\n",
    "ax.get_yaxis().get_offset_text().set_position((-0.085, 1.05))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ae702cf9-c321-44a9-b43c-1d8034b1084b",
   "metadata": {},
   "source": [
    "### Scientific notation in `cmsstyle`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "73480577-0f59-40aa-98a5-9f073c192047",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Scientific notation\n",
    "hdf = CMS.GetcmsCanvasHist(canv)\n",
    "hdf.GetYaxis().SetMaxDigits(2)\n",
    "# Shift multiplier position\n",
    "ROOT.TGaxis.SetExponentOffset(-0.10, 0.01, \"Y\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dfdfaa9a-cf45-4f3f-aa74-e7cad751e449",
   "metadata": {},
   "source": [
    "## Labels and Colorbars\n",
    "\n",
    "Finally, when producing plots with colorbars, any potential label on top of the\n",
    "plot should be aligned to the edge of the axis, not crossing over to to the\n",
    "colorbar. Further the colorbar should have the same height at the primary axis.\n",
    "\n",
    "<img src=\"images/ex_cbar.png\" width=\"300\"/>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0cd8ae50-a466-468c-8a35-a661b55b9399",
   "metadata": {
    "jp-MarkdownHeadingCollapsed": true,
    "tags": []
   },
   "source": [
    "## Font\n",
    "The official guidelines specify Helvetica, or its open-source clone called TeX Gyre Heros, as the CMS font of choice. These are selected automatically with the CMS styles in `cmsstyle` and `mplhep`"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0ee85cce-03d2-4821-9088-365b468b2f9f",
   "metadata": {},
   "source": [
    "## Color schemes\n",
    "The choice of a color scheme is important for three reasons.\n",
    "\n",
    "- Our results need to be easily understandable and interpretable.\n",
    "- Colorblindness and journal conversions to grayscale can reduce their acessibility.\n",
    "- Our results should be aesthetically pleasing\n",
    "\n",
    "Following a D&I organized contest and vote, color-vision-deficiency-friendly\n",
    "palettes have been selected and included as defaults into `cmsstyle` and\n",
    "`mplhep` packages.\n",
    "\n",
    "Data should be always shown in black. Basic color recommendations with examples\n",
    "are found below.\n",
    "\n",
    "- Categorical Data (e.g. 1D Stackplots): Use the color scheme suggested by M. Petroff in\n",
    "[arXiv:2107.02270v2](https://arxiv.org/pdf/2107.02270.pdf) and available on\n",
    "[GitHub](https://github.com/mpetroff/accessible-color-cycles) (MIT License).\n",
    "    - Specifically you should use the 6-color scheme:\n",
    "        ```\n",
    "        [\"#5790fc\", \"#f89c20\", \"#e42536\", \"#964a8b\", \"#9c9ca1\", \"#7a21dd\"]\n",
    "        ```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "f135f819-8336-4ddf-99bb-66969032f4dc",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/html": [
       "<div style=\"vertical-align: middle;\"><strong>from_list</strong> </div><div class=\"cmap\"><img alt=\"from_list colormap\" title=\"from_list\" style=\"border: 1px solid #555;\" src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgAAAABACAYAAABsv8+/AAAAGHRFWHRUaXRsZQBmcm9tX2xpc3QgY29sb3JtYXBDL89FAAAAHnRFWHREZXNjcmlwdGlvbgBmcm9tX2xpc3QgY29sb3JtYXABtCnOAAAAMHRFWHRBdXRob3IATWF0cGxvdGxpYiB2My44LjQsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmdkzrK0AAAAMnRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHYzLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZ0poLZMAAAFZSURBVHic7daxDQFQAEVRFCq1CdjCFBIxkUJnBSsYyARGkLCE+Mm/50zwilfc5fn2/iz4uftmN3rCdF7X7egJ03nsT6MnTGd99NNfe14OoydMaTV6AADwfwIAAIIEAAAECQAACBIAABAkAAAgSAAAQJAAAIAgAQAAQQIAAIIEAAAECQAACBIAABAkAAAgSAAAQJAAAIAgAQAAQQIAAIIEAAAECQAACBIAABAkAAAgSAAAQJAAAIAgAQAAQQIAAIIEAAAECQAACBIAABAkAAAgSAAAQJAAAIAgAQAAQQIAAIIEAAAECQAACBIAABAkAAAgSAAAQJAAAIAgAQAAQQIAAIIEAAAECQAACBIAABAkAAAgSAAAQJAAAIAgAQAAQQIAAIIEAAAECQAACBIAABAkAAAgSAAAQJAAAIAgAQAAQQIAAIIEAAAECQAACBIAABAkAAAgSAAAQNAXJGkI91lNNlwAAAAASUVORK5CYII=\"></div><div style=\"vertical-align: middle; max-width: 514px; display: flex; justify-content: space-between;\"><div style=\"float: left;\"><div title=\"#5790fcff\" style=\"display: inline-block; width: 1em; height: 1em; margin: 0; vertical-align: middle; border: 1px solid #555; background-color: #5790fcff;\"></div> under</div><div style=\"margin: 0 auto; display: inline-block;\">bad <div title=\"#00000000\" style=\"display: inline-block; width: 1em; height: 1em; margin: 0; vertical-align: middle; border: 1px solid #555; background-color: #00000000;\"></div></div><div style=\"float: right;\">over <div title=\"#7a21ddff\" style=\"display: inline-block; width: 1em; height: 1em; margin: 0; vertical-align: middle; border: 1px solid #555; background-color: #7a21ddff;\"></div></div>"
      ],
      "text/plain": [
       "<matplotlib.colors.ListedColormap at 0x7fa9a87ece50>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from matplotlib.colors import ListedColormap\n",
    "petroff6 = ListedColormap([\"#5790fc\", \"#f89c20\", \"#e42536\", \"#964a8b\", \"#9c9ca1\", \"#7a21dd\"])\n",
    "petroff6"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3461ebe6-056a-4aba-ae45-c0dbc6eb2bf3",
   "metadata": {},
   "source": [
    "    - or if more colors are needed the 10-color scheme:\n",
    "        ```\n",
    "        [\"#3f90da\", \"#ffa90e\", \"#bd1f01\", \"#94a4a2\", \"#832db6\", \"#a96b59\", \"#e76300\", \"#b9ac70\", \"#717581\", \"#92dadd\"]\n",
    "        ```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "028dbd4d-60b4-4992-8142-5e58f975546a",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/html": [
       "<div style=\"vertical-align: middle;\"><strong>from_list</strong> </div><div class=\"cmap\"><img alt=\"from_list colormap\" title=\"from_list\" style=\"border: 1px solid #555;\" src=\"data:image/png;base64,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\"></div><div style=\"vertical-align: middle; max-width: 514px; display: flex; justify-content: space-between;\"><div style=\"float: left;\"><div title=\"#3f90daff\" style=\"display: inline-block; width: 1em; height: 1em; margin: 0; vertical-align: middle; border: 1px solid #555; background-color: #3f90daff;\"></div> under</div><div style=\"margin: 0 auto; display: inline-block;\">bad <div title=\"#00000000\" style=\"display: inline-block; width: 1em; height: 1em; margin: 0; vertical-align: middle; border: 1px solid #555; background-color: #00000000;\"></div></div><div style=\"float: right;\">over <div title=\"#92daddff\" style=\"display: inline-block; width: 1em; height: 1em; margin: 0; vertical-align: middle; border: 1px solid #555; background-color: #92daddff;\"></div></div>"
      ],
      "text/plain": [
       "<matplotlib.colors.ListedColormap at 0x7fa9a87eea70>"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from matplotlib.colors import ListedColormap\n",
    "petroff10 = ListedColormap([\"#3f90da\", \"#ffa90e\", \"#bd1f01\", \"#94a4a2\", \"#832db6\", \"#a96b59\", \"#e76300\", \"#b9ac70\", \"#717581\", \"#92dadd\"])\n",
    "petroff10"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "45aba135-2f56-418a-a75f-5f0e8e1553ea",
   "metadata": {},
   "source": [
    "- Sequential Data (e.g. 2D Heatmaps, Levels...): use the popular `\"viridis\"` colormap, which should be available in most plotting\n",
    "libraries by default.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "8b09f373-a9f0-4751-813f-199d6ecd43b8",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/html": [
       "<div style=\"vertical-align: middle;\"><strong>viridis</strong> </div><div class=\"cmap\"><img alt=\"viridis colormap\" title=\"viridis\" style=\"border: 1px solid #555;\" src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgAAAABACAYAAABsv8+/AAAAFnRFWHRUaXRsZQB2aXJpZGlzIGNvbG9ybWFwrE0mCwAAABx0RVh0RGVzY3JpcHRpb24AdmlyaWRpcyBjb2xvcm1hcAtjl3IAAAAwdEVYdEF1dGhvcgBNYXRwbG90bGliIHYzLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZ2TOsrQAAAAydEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdjMuOC40LCBodHRwczovL21hdHBsb3RsaWIub3JnSmgtkwAAAiJJREFUeJzt1kGSmzAURdEv2FqWkP0vJfQgMhQCGceV2Ttn4pL0EVQPum771X5vVVXVWv39XfrPeV193V5zS98f1sf5/fPjey73zu6/3Hv/uz2cz57f9vP68rxO9+/zre7nhvvG+et6vH92bw3PDfcsD+eX59+/53n96f3362/f87/vf5yr93Of72/fPV9P89tX3zGeH3OT8/07Zs+/32+TuXZZD8/VODf8W5uuH/b7vctlfuv7NazH8/t7ZnP7bz2cD3NL+/Ph3Hl+/efz83vWun/vuL++nquH9eu9w/uu6/vvOO49f/8xf77vOj+8b7Y/fMfse9ca/y7nv+d62a++X+f1vt+G/b7u+/u6TxzzS//tc2053QMABBEAABBIAABAIAEAAIEEAAAEEgAAEEgAAEAgAQAAgQQAAAQSAAAQSAAAQCABAACBBAAABBIAABBIAABAIAEAAIEEAAAEEgAAEEgAAEAgAQAAgQQAAAQSAAAQSAAAQCABAACBBAAABBIAABBIAABAIAEAAIEEAAAEEgAAEEgAAEAgAQAAgQQAAAQSAAAQSAAAQCABAACBBAAABBIAABBIAABAIAEAAIEEAAAEEgAAEEgAAEAgAQAAgQQAAAQSAAAQSAAAQCABAACBBAAABBIAABBIAABAIAEAAIEEAAAEEgAAEEgAAEAgAQAAgQQAAAQSAAAQSAAAQCABAACBBAAABBIAABBIAABAoB9ucImHxcKZtAAAAABJRU5ErkJggg==\"></div><div style=\"vertical-align: middle; max-width: 514px; display: flex; justify-content: space-between;\"><div style=\"float: left;\"><div title=\"#440154ff\" style=\"display: inline-block; width: 1em; height: 1em; margin: 0; vertical-align: middle; border: 1px solid #555; background-color: #440154ff;\"></div> under</div><div style=\"margin: 0 auto; display: inline-block;\">bad <div title=\"#00000000\" style=\"display: inline-block; width: 1em; height: 1em; margin: 0; vertical-align: middle; border: 1px solid #555; background-color: #00000000;\"></div></div><div style=\"float: right;\">over <div title=\"#fde725ff\" style=\"display: inline-block; width: 1em; height: 1em; margin: 0; vertical-align: middle; border: 1px solid #555; background-color: #fde725ff;\"></div></div>"
      ],
      "text/plain": [
       "<matplotlib.colors.ListedColormap at 0x7fa9a87ee230>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import matplotlib\n",
    "viridis = matplotlib.colormaps['viridis']\n",
    "viridis"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3ff2079d-7df9-4083-bc91-f868c87c0ee8",
   "metadata": {},
   "source": [
    "# Tools to produce official CMS plots: full examples\n",
    "\n",
    "Here we are going to see how to put together what we have seen in the first part of the tutorial in order to produce production-ready CMS plots with both tools. We strongly recommend that authors gather (in GitLab) all the files (macros, dot-C files or canvas files) necessary to reproduce all the figures in a paper."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "cb08ceb9-44f9-4527-ba8b-19b57c32e284",
   "metadata": {},
   "outputs": [],
   "source": [
    "# create 6 histograms and store them in a ROOT file \n",
    "h1d = hist.new.Reg(100, 0, 10, label=\"X\").StrCat([], label=\"Sample\", growth=True).Weight()\\\n",
    "        .fill(np.random.normal(5, 1, int(1e5)), np.random.choice(list(\"ABCDEF\"), int(1e5)))\n",
    "\n",
    "rf = uproot.recreate(\"test_file_1D.root\")\n",
    "rf['h1d'] = h1d  # TH2 cat x regular axis\n",
    "for sample in sorted(list(h1d.axes[1])):  # TH1 per cat\n",
    "    rf[f'h1d_{sample}'] = h1d[:, sample]\n",
    "rf.close()\n",
    "\n",
    "# create a 2D histogram and store it in a ROOT file\n",
    "h2d = hist.new.Reg(100, 0, 10, label=\"X\").Reg(100, 0, 10, label=\"Y\").Weight()\\\n",
    "        .fill(np.random.normal(5, 3, int(1e6)), np.random.normal(5, 3, int(1e6)))\n",
    "\n",
    "rf = uproot.recreate(\"test_file_2D.root\")\n",
    "rf['h2d'] = h2d  # Proper TH2\n",
    "rf.close()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ff6a9c58-315e-4693-9d4a-48feda0b0b80",
   "metadata": {
    "tags": []
   },
   "source": [
    "### Pythonic-world: `mplhep`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "3043460b-75f6-44d2-be92-689eba998c4c",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Load CMS style including color-scheme\n",
    "hep.style.use(\"CMS\")\n",
    " \n",
    "# Setup matplotlib figure\n",
    "fig, ax = plt.subplots()\n",
    " \n",
    "# Plot histograms\n",
    "h1d.plot1d(ax=ax, stack=True, histtype='fill', sort='label');\n",
    " \n",
    "# Style\n",
    "plt.legend()\n",
    "hep.cms.label();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "c31fd140-b939-42de-b8f0-3b2ecc237324",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1070x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Load CMS style including color-scheme (it's an editable dict)\n",
    "plt.style.use(hep.style.CMS)\n",
    "\n",
    "# Setup matplotlib figure\n",
    "fig, ax = plt.subplots()\n",
    "\n",
    "# Plot histogram\n",
    "h2d.plot(ax=ax, cbarextend=True, flow='none');\n",
    "\n",
    "# Style\n",
    "hep.cms.label();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "13cb743b-c74f-4346-b3a4-375eb164818c",
   "metadata": {},
   "source": [
    "### ROOT-world: `cmsstyle`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "7861645c-9a12-4f69-96ab-ca7a8eb93af7",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# File reading \n",
    "f_1D = ROOT.TFile.Open('test_file_1D.root')\n",
    "th1_names = [k.GetName() for k in f_1D.GetListOfKeys() if k.GetName().startswith(\"h1d_\")]\n",
    "th1s = [f_1D.Get(sample) for sample in th1_names]\n",
    "\n",
    "# Styling\n",
    "CMS.SetExtraText(\"Simulation\")\n",
    "iPos = 0 \n",
    "canv_name = 'hist1d_root'\n",
    "CMS.SetLumi(\"\")\n",
    "CMS.SetEnergy(\"13\")\n",
    "CMS.ResetAdditionalInfo()\n",
    "\n",
    "# Plotting\n",
    "stack = ROOT.THStack(\"stack\", \"Stacked\")\n",
    "canv = CMS.cmsCanvas(canv_name,0,10,1e-3,4300,\"X\",\"\",square=CMS.kSquare,extraSpace=0.01,iPos=iPos)\n",
    "leg = CMS.cmsLeg(0.81, 0.89 - 0.05 * 7, 0.99, 0.89, textSize=0.04)\n",
    "\n",
    "# Put samples in a dict {sample: th1} and draw\n",
    "hist_dict = dict(zip([name.split(\"_\")[-1] for name in th1_names], th1s))\n",
    "CMS.cmsDrawStack(stack, leg, hist_dict)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "55a3086a-797d-4bb2-8f92-708565815447",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# File reading \n",
    "f_2D = ROOT.TFile.Open('test_file_2D.root')\n",
    "hist2d = f_2D.Get(\"h2d\")\n",
    "\n",
    "# Plotting\n",
    "canv_name = 'hist2d_root'\n",
    "canv = CMS.cmsCanvas(canv_name,0,10,0,10,\"X\",\"Y\",square=CMS.kSquare,extraSpace=0.01,iPos=iPos,with_z_axis=True)\n",
    "hist2d.Draw(\"same colz\")\n",
    "\n",
    "# Set the CMS official palette\n",
    "CMS.SetCMSPalette()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}